\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion}{}\doxysection{osgeo\+::proj\+::operation\+::Conversion Class Reference}
\label{classosgeo_1_1proj_1_1operation_1_1Conversion}\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}


A mathematical operation on coordinates in which the parameter values are defined rather than empirically derived.  




{\ttfamily \#include $<$coordinateoperation.\+hpp$>$}



Inheritance diagram for osgeo\+::proj\+::operation\+::Conversion\+:
% FIG 0


Collaboration diagram for osgeo\+::proj\+::operation\+::Conversion\+:
% FIG 1
\doxysubsection*{Public Member Functions}
\begin{DoxyCompactItemize}
\item 
\mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a1b1238e3c3bfa1271bfecce940e77f13}{Coordinate\+Operation\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a76f1ab3f278fb0fa337051b84e029f3d}{inverse}} () const override
\begin{DoxyCompactList}\small\item\em Return the inverse of the coordinate operation. \end{DoxyCompactList}\item 
bool \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a4e6567832075494b83c5dc0d37504953}{is\+UTM}} (int \&zone, bool \&north) const
\begin{DoxyCompactList}\small\item\em Return whether a conversion is a \mbox{[}Universal Transverse Mercator\mbox{]} (\href{https://proj.org/operations/projections/utm.html}{\texttt{ https\+://proj.\+org/operations/projections/utm.\+html}}) conversion. \end{DoxyCompactList}\item 
\mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a903802472505711b1a0972c55fecce22}{identify}} () const
\begin{DoxyCompactList}\small\item\em Return a \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}} object where some parameters are better identified. \end{DoxyCompactList}\item 
\mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a5e3fba175d7c6a43a6eaa9633cbf9cc5}{Conversion\+Ptr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a08de4328fd666ef323f4580328f80093}{convert\+To\+Other\+Method}} (int target\+EPSGCode) const
\begin{DoxyCompactList}\small\item\em Return an equivalent projection. \end{DoxyCompactList}\end{DoxyCompactItemize}
\doxysubsection*{Static Public Member Functions}
\begin{DoxyCompactItemize}
\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a9be9576321ea275113110a9692bbee31}{create}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a131837de25ed01267a434c5e50779c8f}{Operation\+Method\+NNPtr}} \&method\+In, const std\+::vector$<$ \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a52b51c9ff24cf9c40e296018eb5f6c3e}{General\+Parameter\+Value\+NNPtr}} $>$ \&values)
\begin{DoxyCompactList}\small\item\em Instantiate a \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}} from a vector of \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1GeneralParameterValue}{General\+Parameter\+Value}}. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a24bb090a98b20bb43220f8f30b48b3fc}{create}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties\+Conversion, const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties\+Operation\+Method, const std\+::vector$<$ \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a18a1147d5ec27ef63139b04b864159a4}{Operation\+Parameter\+NNPtr}} $>$ \&parameters, const std\+::vector$<$ \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_ad90393980892c0bbc47e76d2b4504b77}{Parameter\+Value\+NNPtr}} $>$ \&values)
\begin{DoxyCompactList}\small\item\em Instantiate a \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}} and its \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1OperationMethod}{Operation\+Method}}. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_af03239db54b63b6695481add8aa147c0}{create\+UTM}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, int zone, bool north)
\begin{DoxyCompactList}\small\item\em Instantiate a \mbox{[}Universal Transverse Mercator\mbox{]} (\href{https://proj.org/operations/projections/utm.html}{\texttt{ https\+://proj.\+org/operations/projections/utm.\+html}}) conversion. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a30e4d59692c1b278d3887d721a011fc3}{create\+Transverse\+Mercator}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Transverse Mercator\mbox{]} (\href{https://proj.org/operations/projections/tmerc.html}{\texttt{ https\+://proj.\+org/operations/projections/tmerc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a0516ac1d422c24c53d38703ebeb7d0fe}{create\+Gauss\+Schreiber\+Transverse\+Mercator}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Gauss Schreiber Transverse Mercator\mbox{]} (\href{https://proj.org/operations/projections/gstmerc.html}{\texttt{ https\+://proj.\+org/operations/projections/gstmerc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a462e59cc423b97a93d29de46bedecb3e}{create\+Transverse\+Mercator\+South\+Oriented}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Transverse Mercator South Orientated\mbox{]} (\href{https://proj.org/operations/projections/tmerc.html}{\texttt{ https\+://proj.\+org/operations/projections/tmerc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a3889ec027d0f4260f888534e8a77bc12}{create\+Two\+Point\+Equidistant}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+First\+Point, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+First\+Point, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Second\+Point, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Secon\+Point, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Two Point Equidistant\mbox{]} (\href{https://proj.org/operations/projections/tpeqd.html}{\texttt{ https\+://proj.\+org/operations/projections/tpeqd.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_aac79d8c22da016e2a41f55e17518244c}{create\+Tunisia\+Mapping\+Grid}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the Tunisia Mapping Grid projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_af6e2259b74d27f882c2fe0a8123393b8}{create\+Albers\+Equal\+Area}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+False\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+False\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+First\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Second\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&easting\+False\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&northing\+False\+Origin)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Albers Conic Equal Area\mbox{]} (\href{https://proj.org/operations/projections/aea.html}{\texttt{ https\+://proj.\+org/operations/projections/aea.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_aa7c8084e85772bd7deffa9183515d21a}{create\+Lambert\+Conic\+Conformal\+\_\+1\+SP}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Lambert Conic Conformal 1SP\mbox{]} (\href{https://proj.org/operations/projections/lcc.html}{\texttt{ https\+://proj.\+org/operations/projections/lcc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_aa4313999515529604f41f74ce5040698}{create\+Lambert\+Conic\+Conformal\+\_\+2\+SP}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+False\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+False\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+First\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Second\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&easting\+False\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&northing\+False\+Origin)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Lambert Conic Conformal (2SP)\mbox{]} (\href{https://proj.org/operations/projections/lcc.html}{\texttt{ https\+://proj.\+org/operations/projections/lcc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a7a28f69a81bdb08936b355b1b292ab3b}{create\+Lambert\+Conic\+Conformal\+\_\+2\+SP\+\_\+\+Michigan}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+False\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+False\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+First\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Second\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&easting\+False\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&northing\+False\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&ellipsoid\+Scaling\+Factor)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Lambert Conic Conformal (2SP Michigan)\mbox{]} (\href{https://proj.org/operations/projections/lcc.html}{\texttt{ https\+://proj.\+org/operations/projections/lcc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a8f75f57f84ce0eb6b6f6122fb49fd620}{create\+Lambert\+Conic\+Conformal\+\_\+2\+SP\+\_\+\+Belgium}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+False\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+False\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+First\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Second\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&easting\+False\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&northing\+False\+Origin)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Lambert Conic Conformal (2SP Belgium)\mbox{]} (\href{https://proj.org/operations/projections/lcc.html}{\texttt{ https\+://proj.\+org/operations/projections/lcc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a9a3dc1ba922be3fb7a3a10d49c4a93ee}{create\+Azimuthal\+Equidistant}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Nat\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Nat\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Modified Azimuthal Equidistant\mbox{]} (\href{https://proj.org/operations/projections/aeqd.html}{\texttt{ https\+://proj.\+org/operations/projections/aeqd.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_af991dab7036798a6586bd0e16083e964}{create\+Guam\+Projection}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Nat\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Nat\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Guam Projection\mbox{]} (\href{https://proj.org/operations/projections/aeqd.html}{\texttt{ https\+://proj.\+org/operations/projections/aeqd.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a8cf300afc8960c4085b643bfb2ce4c25}{create\+Bonne}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Nat\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Nat\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Bonne\mbox{]} (\href{https://proj.org/operations/projections/bonne.html}{\texttt{ https\+://proj.\+org/operations/projections/bonne.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_ae242b275645c6fdbe157dd85c93243d5}{create\+Lambert\+Cylindrical\+Equal\+Area\+Spherical}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+First\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Nat\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Lambert Cylindrical Equal Area (Spherical)\mbox{]} (\href{https://proj.org/operations/projections/cea.html}{\texttt{ https\+://proj.\+org/operations/projections/cea.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a9bdbcfa11f047ab9e17eb0296efd9bd2}{create\+Lambert\+Cylindrical\+Equal\+Area}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+First\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Nat\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Lambert Cylindrical Equal Area (ellipsoidal form)\mbox{]} (\href{https://proj.org/operations/projections/cea.html}{\texttt{ https\+://proj.\+org/operations/projections/cea.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_ae98b066ec013397353ba22510adeeb5c}{create\+Cassini\+Soldner}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Cassini-\/\+Soldner\mbox{]} (\href{https://proj.org/operations/projections/cass.html}{\texttt{ https\+://proj.\+org/operations/projections/cass.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a63c82389ab8f3202c900bac7d41ca6aa}{create\+Equidistant\+Conic}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+First\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Second\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Equidistant Conic\mbox{]} (\href{https://proj.org/operations/projections/eqdc.html}{\texttt{ https\+://proj.\+org/operations/projections/eqdc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a4912c1ab81abb468b477e31d65a06705}{create\+EckertI}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Eckert I\mbox{]} (\href{https://proj.org/operations/projections/eck1.html}{\texttt{ https\+://proj.\+org/operations/projections/eck1.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_aafb120956ccbbc8c8d51e741a198f630}{create\+Eckert\+II}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Eckert II\mbox{]} (\href{https://proj.org/operations/projections/eck2.html}{\texttt{ https\+://proj.\+org/operations/projections/eck2.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a91083cb2c918cd8684fb92d5056eaa97}{create\+Eckert\+III}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Eckert III\mbox{]} (\href{https://proj.org/operations/projections/eck3.html}{\texttt{ https\+://proj.\+org/operations/projections/eck3.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a342c6e953a37c760c0556837053f1619}{create\+Eckert\+IV}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Eckert IV\mbox{]} (\href{https://proj.org/operations/projections/eck4.html}{\texttt{ https\+://proj.\+org/operations/projections/eck4.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_aa8be36b476531bb5f55dbd3a25e892c3}{create\+EckertV}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Eckert V\mbox{]} (\href{https://proj.org/operations/projections/eck5.html}{\texttt{ https\+://proj.\+org/operations/projections/eck5.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a3111b3491d69660c3285d1e8a945f202}{create\+Eckert\+VI}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Eckert VI\mbox{]} (\href{https://proj.org/operations/projections/eck6.html}{\texttt{ https\+://proj.\+org/operations/projections/eck6.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a0d701a01f0a9612c6a6df96ec950ad70}{create\+Equidistant\+Cylindrical}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+First\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Nat\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Equidistant Cylindrical\mbox{]} (\href{https://proj.org/operations/projections/eqc.html}{\texttt{ https\+://proj.\+org/operations/projections/eqc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a2508c0bec8aad7d9bb3edd4fa5dd580d}{create\+Equidistant\+Cylindrical\+Spherical}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+First\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Nat\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Equidistant Cylindrical (Spherical)\mbox{]} (\href{https://proj.org/operations/projections/eqc.html}{\texttt{ https\+://proj.\+org/operations/projections/eqc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a593290771f14ee522db4e487feb051be}{create\+Gall}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Gall (Stereographic)\mbox{]} (\href{https://proj.org/operations/projections/gall.html}{\texttt{ https\+://proj.\+org/operations/projections/gall.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_ab6f51d44828de98129bc9104bad2192e}{create\+Goode\+Homolosine}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Goode Homolosine\mbox{]} (\href{https://proj.org/operations/projections/goode.html}{\texttt{ https\+://proj.\+org/operations/projections/goode.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a8fde35e969e8ade3077bb38e7ecee843}{create\+Interrupted\+Goode\+Homolosine}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Interrupted Goode Homolosine\mbox{]} (\href{https://proj.org/operations/projections/igh.html}{\texttt{ https\+://proj.\+org/operations/projections/igh.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a6c2351fd5ba95fa842738a00788f2173}{create\+Geostationary\+Satellite\+SweepX}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&height, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Geostationary Satellite View\mbox{]} (\href{https://proj.org/operations/projections/geos.html}{\texttt{ https\+://proj.\+org/operations/projections/geos.\+html}}) projection method, with the sweep angle axis of the viewing instrument being x. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a724809b67d03846574109bfc7c853e08}{create\+Geostationary\+Satellite\+SweepY}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&height, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Geostationary Satellite View\mbox{]} (\href{https://proj.org/operations/projections/geos.html}{\texttt{ https\+://proj.\+org/operations/projections/geos.\+html}}) projection method, with the sweep angle axis of the viewing instrument being y. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_af46b743b8dfb53de7b36331f92ae190f}{create\+Gnomonic}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Gnomonic\mbox{]} (\href{https://proj.org/operations/projections/gnom.html}{\texttt{ https\+://proj.\+org/operations/projections/gnom.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a46b5ffee86f3398839e2588213480e66}{create\+Hotine\+Oblique\+Mercator\+VariantA}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Projection\+Centre, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Projection\+Centre, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&azimuth\+Initial\+Line, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&angle\+From\+Rectified\+To\+Skrew\+Grid, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Hotine Oblique Mercator (Variant A)\mbox{]} (\href{https://proj.org/operations/projections/omerc.html}{\texttt{ https\+://proj.\+org/operations/projections/omerc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_aa80a339ca744ca59663f928e05600b6f}{create\+Hotine\+Oblique\+Mercator\+VariantB}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Projection\+Centre, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Projection\+Centre, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&azimuth\+Initial\+Line, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&angle\+From\+Rectified\+To\+Skrew\+Grid, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&easting\+Projection\+Centre, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&northing\+Projection\+Centre)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Hotine Oblique Mercator (Variant B)\mbox{]} (\href{https://proj.org/operations/projections/omerc.html}{\texttt{ https\+://proj.\+org/operations/projections/omerc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a4917e3177e6ef955bdbc1bd11e5e8746}{create\+Hotine\+Oblique\+Mercator\+Two\+Point\+Natural\+Origin}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Projection\+Centre, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Point1, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Point1, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Point2, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Point2, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&easting\+Projection\+Centre, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&northing\+Projection\+Centre)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Hotine Oblique Mercator Two Point Natural Origin\mbox{]} (\href{https://proj.org/operations/projections/omerc.html}{\texttt{ https\+://proj.\+org/operations/projections/omerc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a269f7863be38b415b7dbd7ad2ee22748}{create\+Laborde\+Oblique\+Mercator}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Projection\+Centre, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Projection\+Centre, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&azimuth\+Initial\+Line, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Laborde Oblique Mercator\mbox{]} (\href{https://proj.org/operations/projections/labrd.html}{\texttt{ https\+://proj.\+org/operations/projections/labrd.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_aa7a9a03b624d31160afa24e03840a649}{create\+International\+Map\+World\+Polyconic}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+First\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Second\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}International Map of the World Polyconic\mbox{]} (\href{https://proj.org/operations/projections/imw_p.html}{\texttt{ https\+://proj.\+org/operations/projections/imw\+\_\+p.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a9d0a27b016d07a8f9eae2bcfdedf3e22}{create\+Krovak\+North\+Oriented}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Projection\+Centre, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Of\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&colatitude\+Cone\+Axis, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Pseudo\+Standard\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale\+Factor\+Pseudo\+Standard\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Krovak (north oriented)\mbox{]} (\href{https://proj.org/operations/projections/krovak.html}{\texttt{ https\+://proj.\+org/operations/projections/krovak.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_ae4268559484e2322080b187d09a2dc5f}{create\+Krovak}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Projection\+Centre, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Of\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&colatitude\+Cone\+Axis, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Pseudo\+Standard\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale\+Factor\+Pseudo\+Standard\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Krovak\mbox{]} (\href{https://proj.org/operations/projections/krovak.html}{\texttt{ https\+://proj.\+org/operations/projections/krovak.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a2c4a6824a1e592fb2639ee8da66df503}{create\+Lambert\+Azimuthal\+Equal\+Area}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Nat\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Nat\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Lambert Azimuthal Equal Area\mbox{]} (\href{https://proj.org/operations/projections/laea.html}{\texttt{ https\+://proj.\+org/operations/projections/laea.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_ac6f2c0bf7993cbd1f2c9f9ad05824c32}{create\+Miller\+Cylindrical}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Miller Cylindrical\mbox{]} (\href{https://proj.org/operations/projections/mill.html}{\texttt{ https\+://proj.\+org/operations/projections/mill.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a0d5473f348467097a5dd97c841a06236}{create\+Mercator\+VariantA}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Mercator\mbox{]} (\href{https://proj.org/operations/projections/merc.html}{\texttt{ https\+://proj.\+org/operations/projections/merc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a738777050b921ae756a5102b925cc7ba}{create\+Mercator\+VariantB}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+First\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Mercator\mbox{]} (\href{https://proj.org/operations/projections/merc.html}{\texttt{ https\+://proj.\+org/operations/projections/merc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a7c71410eea14e1c7e41b3ac8ee6604f1}{create\+Popular\+Visualisation\+Pseudo\+Mercator}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Popular Visualisation Pseudo Mercator\mbox{]} (\href{https://proj.org/operations/projections/webmerc.html}{\texttt{ https\+://proj.\+org/operations/projections/webmerc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a302c8d9bdaff065f2621f27b701615c6}{create\+Mollweide}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Mollweide\mbox{]} (\href{https://proj.org/operations/projections/moll.html}{\texttt{ https\+://proj.\+org/operations/projections/moll.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_afb81ccd01129ff40ed17272c35f5cd4e}{create\+New\+Zealand\+Mapping\+Grid}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}New Zealand Map Grid\mbox{]} (\href{https://proj.org/operations/projections/nzmg.html}{\texttt{ https\+://proj.\+org/operations/projections/nzmg.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a599004d6fddc111b29715629f0edeb85}{create\+Oblique\+Stereographic}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Oblique Stereographic (Alternative)\mbox{]} (\href{https://proj.org/operations/projections/sterea.html}{\texttt{ https\+://proj.\+org/operations/projections/sterea.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_abd61efe7b8e71595f0b5b137452d9343}{create\+Orthographic}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Orthographic\mbox{]} (\href{https://proj.org/operations/projections/ortho.html}{\texttt{ https\+://proj.\+org/operations/projections/ortho.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_ab94c4a18eddb1b6b0912249694b19d1f}{create\+American\+Polyconic}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}American Polyconic\mbox{]} (\href{https://proj.org/operations/projections/poly.html}{\texttt{ https\+://proj.\+org/operations/projections/poly.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_aa3f7f1612c461724f9c096f82146bf35}{create\+Polar\+Stereographic\+VariantA}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Polar Stereographic (Variant A)\mbox{]} (\href{https://proj.org/operations/projections/stere.html}{\texttt{ https\+://proj.\+org/operations/projections/stere.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a800f9fbdad248ddab6052b914ce5a17d}{create\+Polar\+Stereographic\+VariantB}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+Standard\+Parallel, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&longitude\+Of\+Origin, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Polar Stereographic (Variant B)\mbox{]} (\href{https://proj.org/operations/projections/stere.html}{\texttt{ https\+://proj.\+org/operations/projections/stere.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_ab98a66c19ff4da6b9087a950193e84c6}{create\+Robinson}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Robinson\mbox{]} (\href{https://proj.org/operations/projections/robin.html}{\texttt{ https\+://proj.\+org/operations/projections/robin.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a65474d0576c0f9252a5a396054a991ad}{create\+Sinusoidal}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Sinusoidal\mbox{]} (\href{https://proj.org/operations/projections/sinu.html}{\texttt{ https\+://proj.\+org/operations/projections/sinu.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_ad56aab00f18159dd203d181b82d8442b}{create\+Stereographic}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&scale, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Stereographic\mbox{]} (\href{https://proj.org/operations/projections/stere.html}{\texttt{ https\+://proj.\+org/operations/projections/stere.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a61416d311bfd8ea3dc04cc4260a64ce4}{create\+Van\+Der\+Grinten}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Van der Grinten\mbox{]} (\href{https://proj.org/operations/projections/vandg.html}{\texttt{ https\+://proj.\+org/operations/projections/vandg.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a4abdabcfcfa087565230e661773209b0}{create\+WagnerI}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Wagner I\mbox{]} (\href{https://proj.org/operations/projections/wag1.html}{\texttt{ https\+://proj.\+org/operations/projections/wag1.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a451ce905d4a87469c85c31a7cf5f743f}{create\+Wagner\+II}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Wagner II\mbox{]} (\href{https://proj.org/operations/projections/wag2.html}{\texttt{ https\+://proj.\+org/operations/projections/wag2.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_aac87c50f6e633fa44aec68972ec885a5}{create\+Wagner\+III}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&latitude\+True\+Scale, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Wagner III\mbox{]} (\href{https://proj.org/operations/projections/wag3.html}{\texttt{ https\+://proj.\+org/operations/projections/wag3.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_afd70eba09406c3b8278d5c55772d4279}{create\+Wagner\+IV}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Wagner IV\mbox{]} (\href{https://proj.org/operations/projections/wag4.html}{\texttt{ https\+://proj.\+org/operations/projections/wag4.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_aa66160eef63058858d97d2f90d77de99}{create\+WagnerV}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Wagner V\mbox{]} (\href{https://proj.org/operations/projections/wag5.html}{\texttt{ https\+://proj.\+org/operations/projections/wag5.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a11ca1d23f68babc470732f658b83aea2}{create\+Wagner\+VI}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Wagner VI\mbox{]} (\href{https://proj.org/operations/projections/wag6.html}{\texttt{ https\+://proj.\+org/operations/projections/wag6.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a5a17f13971f117cb06312f2f239c2248}{create\+Wagner\+VII}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Wagner VII\mbox{]} (\href{https://proj.org/operations/projections/wag7.html}{\texttt{ https\+://proj.\+org/operations/projections/wag7.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a4e525bcd7db9d486ecfaccff5e0c9344}{create\+Quadrilateralized\+Spherical\+Cube}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Quadrilateralized Spherical Cube\mbox{]} (\href{https://proj.org/operations/projections/qsc.html}{\texttt{ https\+://proj.\+org/operations/projections/qsc.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_aed6a7a252aa379ad0f0343b4f7fda197}{create\+Spherical\+Cross\+Track\+Height}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&peg\+Point\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&peg\+Point\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&peg\+Point\+Heading, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&peg\+Point\+Height)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Spherical Cross-\/\+Track Height\mbox{]} (\href{https://proj.org/operations/projections/sch.html}{\texttt{ https\+://proj.\+org/operations/projections/sch.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a6dc3e36de174b1d929d3d38f78f2d842}{create\+Equal\+Earth}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&center\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Equal Earth\mbox{]} (\href{https://proj.org/operations/projections/eqearth.html}{\texttt{ https\+://proj.\+org/operations/projections/eqearth.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a7d68176b2ec4547d967e27b544a837bd}{create\+Vertical\+Perspective}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&topo\+Origin\+Lat, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&topo\+Origin\+Long, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&topo\+Origin\+Height, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&view\+Point\+Height, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Easting, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&false\+Northing)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the \mbox{[}Vertical Perspective\mbox{]} (\href{https://proj.org/operations/projections/nsper.html}{\texttt{ https\+://proj.\+org/operations/projections/nsper.\+html}}) projection method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a14c6212b60cb346c22fc62b39664b34a}{create\+Pole\+Rotation\+GRIBConvention}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&south\+Pole\+Lat\+In\+Unrotated\+CRS, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&south\+Pole\+Long\+In\+Unrotated\+CRS, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&axis\+Rotation)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the Pole Rotation method, using the conventions of the GRIB 1 and GRIB 2 data formats. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_aa9e369979e0645ac84fb6661a5086c45}{create\+Pole\+Rotation\+Net\+CDFCFConvention}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&grid\+North\+Pole\+Latitude, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&grid\+North\+Pole\+Longitude, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&north\+Pole\+Grid\+Longitude)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the Pole Rotation method, using the conventions of the net\+CDF CF convention for the net\+CDF format. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_ad3325685d42d76df1f1c2904f9567a5d}{create\+Change\+Vertical\+Unit}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties, const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&factor)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the Change of Vertical Unit method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a149dff78670c2a6311cf9400fb8c6b97}{create\+Change\+Vertical\+Unit}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the Change of Vertical Unit method (without explicit conversion factor) \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a2f7f18b1d2af6e0183cc3708f6b14228}{create\+Height\+Depth\+Reversal}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the Height Depth Reversal method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a1732f9d74b8f95615b14dee40e590712}{create\+Axis\+Order\+Reversal}} (bool is3D)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the Axis order reversal method. \end{DoxyCompactList}\item 
static \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a05a9ff413197f1b22ccc91af0008fb0b}{create\+Geographic\+Geocentric}} (const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&properties)
\begin{DoxyCompactList}\small\item\em Instantiate a conversion based on the Geographic/\+Geocentric method. \end{DoxyCompactList}\end{DoxyCompactItemize}
\doxysubsection*{Additional Inherited Members}


\doxysubsection{Detailed Description}
A mathematical operation on coordinates in which the parameter values are defined rather than empirically derived. 

Application of the coordinate conversion introduces no error into output coordinates. The best-\/known example of a coordinate conversion is a map projection. For coordinate conversions the output coordinates are referenced to the same datum as are the input coordinates.

Coordinate conversions forming a component of a derived CRS have a source \mbox{\hyperlink{classosgeo_1_1proj_1_1crs_1_1CRS}{crs\+::\+CRS}} and a target \mbox{\hyperlink{classosgeo_1_1proj_1_1crs_1_1CRS}{crs\+::\+CRS}} that are NOT specified through the source and target associations, but through associations from \mbox{\hyperlink{classosgeo_1_1proj_1_1crs_1_1DerivedCRS}{crs\+::\+Derived\+CRS}} to \mbox{\hyperlink{classosgeo_1_1proj_1_1crs_1_1SingleCRS}{crs\+::\+Single\+CRS}}.

\begin{DoxyRemark}{Remarks}
Implements \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}} from \mbox{\hyperlink{general_doc_ISO_19111_2019}{ISO 19111\+:2019}}
\end{DoxyRemark}
\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_projection_parameters}{}\doxysubsection{Projection parameters}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_projection_parameters}
\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_colatitude_cone_axis}{}\doxysubsubsection{Co-\/latitude of cone axis}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_colatitude_cone_axis}
The rotation applied to spherical coordinates for the oblique projection, measured on the conformal sphere in the plane of the meridian of origin.

EPSG\+:1036\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{}\doxysubsubsection{Latitude of natural origin/\+Center Latitude}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}
The latitude of the point from which the values of both the geographical coordinates on the ellipsoid and the grid coordinates on the projection are deemed to increment or decrement for computational purposes. Alternatively it may be considered as the latitude of the point which in the absence of application of false coordinates has grid coordinates of (0,0).

EPSG\+:8801\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{}\doxysubsubsection{Longitude of natural origin/\+Central Meridian}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}
The longitude of the point from which the values of both the geographical coordinates on the ellipsoid and the grid coordinates on the projection are deemed to increment or decrement for computational purposes. Alternatively it may be considered as the longitude of the point which in the absence of application of false coordinates has grid coordinates of (0,0). Sometimes known as \char`\"{}central meridian (\+CM)\char`\"{}.

EPSG\+:8802\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_scale}{}\doxysubsubsection{Scale Factor}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_scale}
The factor by which the map grid is reduced or enlarged during the projection process, defined by its value at the natural origin.

EPSG\+:8805\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{}\doxysubsubsection{False Easting}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}
Since the natural origin may be at or near the centre of the projection and under normal coordinate circumstances would thus give rise to negative coordinates over parts of the mapped area, this origin is usually given false coordinates which are large enough to avoid this inconvenience. The False Easting, FE, is the value assigned to the abscissa (east or west) axis of the projection grid at the natural origin.

EPSG\+:8806\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{}\doxysubsubsection{False Northing}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}
Since the natural origin may be at or near the centre of the projection and under normal coordinate circumstances would thus give rise to negative coordinates over parts of the mapped area, this origin is usually given false coordinates which are large enough to avoid this inconvenience. The False Northing, FN, is the value assigned to the ordinate (north or south) axis of the projection grid at the natural origin.

EPSG\+:8807\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_projection_centre}{}\doxysubsubsection{Latitude of projection centre}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_projection_centre}
For an oblique projection, this is the latitude of the point at which the azimuth of the central line is defined.

EPSG\+:8811\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_projection_centre}{}\doxysubsubsection{Longitude of projection centre}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_projection_centre}
For an oblique projection, this is the longitude of the point at which the azimuth of the central line is defined.

EPSG\+:8812\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_azimuth_initial_line}{}\doxysubsubsection{Azimuth of initial line}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_azimuth_initial_line}
The azimuthal direction (north zero, east of north being positive) of the great circle which is the centre line of an oblique projection. The azimuth is given at the projection centre.

EPSG\+:8813\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_angle_from_recitfied_to_skrew_grid}{}\doxysubsubsection{Angle from Rectified to Skew Grid}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_angle_from_recitfied_to_skrew_grid}
The angle at the natural origin of an oblique projection through which the natural coordinate reference system is rotated to make the projection north axis parallel with true north.

EPSG\+:8814\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_scale_factor_initial_line}{}\doxysubsubsection{Scale factor on initial line}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_scale_factor_initial_line}
The factor by which the map grid is reduced or enlarged during the projection process, defined by its value at the projection center.

EPSG\+:8815\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_easting_projection_centre}{}\doxysubsubsection{Easting at projection centre}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_easting_projection_centre}
The easting value assigned to the projection centre.

EPSG\+:8816\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_northing_projection_centre}{}\doxysubsubsection{Northing at projection centre}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_northing_projection_centre}
The northing value assigned to the projection centre.

EPSG\+:8817\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_pseudo_standard_parallel}{}\doxysubsubsection{Latitude of pseudo standard}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_pseudo_standard_parallel}
parallel

Latitude of the parallel on which the conic or cylindrical projection is based. This latitude is not geographic, but is defined on the conformal sphere AFTER its rotation to obtain the oblique aspect of the projection.

EPSG\+:8818\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_scale_factor_pseudo_standard_parallel}{}\doxysubsubsection{Scale factor on pseudo}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_scale_factor_pseudo_standard_parallel}
standard parallel

The factor by which the map grid is reduced or enlarged during the projection process, defined by its value at the pseudo-\/standard parallel. EPSG\+:8819\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_false_origin}{}\doxysubsubsection{Latitude of false origin}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_false_origin}
The latitude of the point which is not the natural origin and at which grid coordinate values false easting and false northing are defined.

EPSG\+:8821\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_false_origin}{}\doxysubsubsection{Longitude of false origin}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_false_origin}
The longitude of the point which is not the natural origin and at which grid coordinate values false easting and false northing are defined.

EPSG\+:8822\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_first_std_parallel}{}\doxysubsubsection{Latitude of 1st standard parallel}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_first_std_parallel}
For a conic projection with two standard parallels, this is the latitude of one of the parallels of intersection of the cone with the ellipsoid. It is normally but not necessarily that nearest to the pole. Scale is true along this parallel.

EPSG\+:8823\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_second_std_parallel}{}\doxysubsubsection{Latitude of 2nd standard parallel}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_second_std_parallel}
For a conic projection with two standard parallels, this is the latitude of one of the parallels at which the cone intersects with the ellipsoid. It is normally but not necessarily that nearest to the equator. Scale is true along this parallel.

EPSG\+:8824\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_easting_false_origin}{}\doxysubsubsection{Easting of false origin}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_easting_false_origin}
The easting value assigned to the false origin.

EPSG\+:8826\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_northing_false_origin}{}\doxysubsubsection{Northing of false origin}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_northing_false_origin}
The northing value assigned to the false origin.

EPSG\+:8827\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_std_parallel}{}\doxysubsubsection{Latitude of standard parallel}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_std_parallel}
For polar aspect azimuthal projections, the parallel on which the scale factor is defined to be unity.

EPSG\+:8832\hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_of_origin}{}\doxysubsubsection{Longitude of origin}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_of_origin}
For polar aspect azimuthal projections, the meridian along which the northing axis increments and also across which parallels of latitude increment towards the north pole.

EPSG\+:8833 

\doxysubsection{Member Function Documentation}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a08de4328fd666ef323f4580328f80093}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a08de4328fd666ef323f4580328f80093}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!convertToOtherMethod@{convertToOtherMethod}}
\index{convertToOtherMethod@{convertToOtherMethod}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{convertToOtherMethod()}{convertToOtherMethod()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a5e3fba175d7c6a43a6eaa9633cbf9cc5}{Conversion\+Ptr}} osgeo\+::proj\+::operation\+::\+Conversion\+::convert\+To\+Other\+Method (\begin{DoxyParamCaption}\item[{int}]{target\+EPSGCode }\end{DoxyParamCaption}) const}



Return an equivalent projection. 

Currently implemented\+: 
\begin{DoxyItemize}
\item EPSG\+\_\+\+CODE\+\_\+\+METHOD\+\_\+\+MERCATOR\+\_\+\+VARIANT\+\_\+A (1SP) to EPSG\+\_\+\+CODE\+\_\+\+METHOD\+\_\+\+MERCATOR\+\_\+\+VARIANT\+\_\+B (2SP) 
\item EPSG\+\_\+\+CODE\+\_\+\+METHOD\+\_\+\+MERCATOR\+\_\+\+VARIANT\+\_\+B (2SP) to EPSG\+\_\+\+CODE\+\_\+\+METHOD\+\_\+\+MERCATOR\+\_\+\+VARIANT\+\_\+A (1SP) 
\item EPSG\+\_\+\+CODE\+\_\+\+METHOD\+\_\+\+LAMBERT\+\_\+\+CONIC\+\_\+\+CONFORMAL\+\_\+1\+SP to EPSG\+\_\+\+CODE\+\_\+\+METHOD\+\_\+\+LAMBERT\+\_\+\+CONIC\+\_\+\+CONFORMAL\+\_\+2\+SP 
\item EPSG\+\_\+\+CODE\+\_\+\+METHOD\+\_\+\+LAMBERT\+\_\+\+CONIC\+\_\+\+CONFORMAL\+\_\+2\+SP to EPSG\+\_\+\+CODE\+\_\+\+METHOD\+\_\+\+LAMBERT\+\_\+\+CONIC\+\_\+\+CONFORMAL\+\_\+1\+SP 
\end{DoxyItemize}


\begin{DoxyParams}{Parameters}
{\em target\+EPSGCode} & EPSG code of the target method. \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
new conversion, or nullptr 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a9be9576321ea275113110a9692bbee31}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a9be9576321ea275113110a9692bbee31}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!create@{create}}
\index{create@{create}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{create()}{create()}\hspace{0.1cm}{\footnotesize\ttfamily [1/2]}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a131837de25ed01267a434c5e50779c8f}{Operation\+Method\+NNPtr}} \&}]{method\+In,  }\item[{const std\+::vector$<$ \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a52b51c9ff24cf9c40e296018eb5f6c3e}{General\+Parameter\+Value\+NNPtr}} $>$ \&}]{values }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}} from a vector of \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1GeneralParameterValue}{General\+Parameter\+Value}}. 


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}}. At minimum the name should be defined. \\
\hline
{\em method\+In} & the operation method. \\
\hline
{\em values} & the values. \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}

\begin{DoxyExceptions}{Exceptions}
{\em \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1InvalidOperation}{Invalid\+Operation}}} & \\
\hline
\end{DoxyExceptions}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a24bb090a98b20bb43220f8f30b48b3fc}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a24bb090a98b20bb43220f8f30b48b3fc}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!create@{create}}
\index{create@{create}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{create()}{create()}\hspace{0.1cm}{\footnotesize\ttfamily [2/2]}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties\+Conversion,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties\+Operation\+Method,  }\item[{const std\+::vector$<$ \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a18a1147d5ec27ef63139b04b864159a4}{Operation\+Parameter\+NNPtr}} $>$ \&}]{parameters,  }\item[{const std\+::vector$<$ \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_ad90393980892c0bbc47e76d2b4504b77}{Parameter\+Value\+NNPtr}} $>$ \&}]{values }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}} and its \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1OperationMethod}{Operation\+Method}}. 


\begin{DoxyParams}{Parameters}
{\em properties\+Conversion} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. At minimum the name should be defined. \\
\hline
{\em properties\+Operation\+Method} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the operation method. At minimum the name should be defined. \\
\hline
{\em parameters} & the operation parameters. \\
\hline
{\em values} & the operation values. Constraint\+: values.\+size() == parameters.\+size() \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}

\begin{DoxyExceptions}{Exceptions}
{\em \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1InvalidOperation}{Invalid\+Operation}}} & \\
\hline
\end{DoxyExceptions}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_af6e2259b74d27f882c2fe0a8123393b8}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_af6e2259b74d27f882c2fe0a8123393b8}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createAlbersEqualArea@{createAlbersEqualArea}}
\index{createAlbersEqualArea@{createAlbersEqualArea}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createAlbersEqualArea()}{createAlbersEqualArea()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Albers\+Equal\+Area (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+False\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+False\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+First\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Second\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{easting\+False\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{northing\+False\+Origin }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Albers Conic Equal Area\mbox{]} (\href{https://proj.org/operations/projections/aea.html}{\texttt{ https\+://proj.\+org/operations/projections/aea.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9822\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9822}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9822}})

\begin{DoxyNote}{Note}
the order of arguments is conformant with the corresponding EPSG mode and different than OGRSpatial\+Reference\+::set\+ACEA() of GDAL \texorpdfstring{$<$}{<}= 2.\+3
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_false_origin}{Latitude of false origin}} \\
\hline
{\em longitude\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_false_origin}{Longitude of false origin}} \\
\hline
{\em latitude\+First\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_first_std_parallel}{Latitude of 1st standard parallel}} \\
\hline
{\em latitude\+Second\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_second_std_parallel}{Latitude of 2nd standard parallel}} \\
\hline
{\em easting\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_easting_false_origin}{Easting of false origin}} \\
\hline
{\em northing\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_northing_false_origin}{Northing of false origin}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_ab94c4a18eddb1b6b0912249694b19d1f}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_ab94c4a18eddb1b6b0912249694b19d1f}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createAmericanPolyconic@{createAmericanPolyconic}}
\index{createAmericanPolyconic@{createAmericanPolyconic}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createAmericanPolyconic()}{createAmericanPolyconic()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+American\+Polyconic (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}American Polyconic\mbox{]} (\href{https://proj.org/operations/projections/poly.html}{\texttt{ https\+://proj.\+org/operations/projections/poly.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9818\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9818}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9818}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a1732f9d74b8f95615b14dee40e590712}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a1732f9d74b8f95615b14dee40e590712}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createAxisOrderReversal@{createAxisOrderReversal}}
\index{createAxisOrderReversal@{createAxisOrderReversal}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createAxisOrderReversal()}{createAxisOrderReversal()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Axis\+Order\+Reversal (\begin{DoxyParamCaption}\item[{bool}]{is3D }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the Axis order reversal method. 

This swaps the longitude, latitude axis.

This method is defined as \mbox{[}EPSG\+:9843\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9843}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9843}}), or for 3D as \mbox{[}EPSG\+:9844\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9844}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9844}})


\begin{DoxyParams}{Parameters}
{\em is3D} & Whether this should apply on 3D geographic\+CRS \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a9a3dc1ba922be3fb7a3a10d49c4a93ee}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a9a3dc1ba922be3fb7a3a10d49c4a93ee}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createAzimuthalEquidistant@{createAzimuthalEquidistant}}
\index{createAzimuthalEquidistant@{createAzimuthalEquidistant}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createAzimuthalEquidistant()}{createAzimuthalEquidistant()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Azimuthal\+Equidistant (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Nat\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Nat\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Modified Azimuthal Equidistant\mbox{]} (\href{https://proj.org/operations/projections/aeqd.html}{\texttt{ https\+://proj.\+org/operations/projections/aeqd.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9832\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9832}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9832}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+Nat\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em longitude\+Nat\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a8cf300afc8960c4085b643bfb2ce4c25}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a8cf300afc8960c4085b643bfb2ce4c25}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createBonne@{createBonne}}
\index{createBonne@{createBonne}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createBonne()}{createBonne()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Bonne (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Nat\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Nat\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Bonne\mbox{]} (\href{https://proj.org/operations/projections/bonne.html}{\texttt{ https\+://proj.\+org/operations/projections/bonne.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9827\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9827}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9827}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+Nat\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} . PROJ calls its the standard parallel 1. \\
\hline
{\em longitude\+Nat\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_ae98b066ec013397353ba22510adeeb5c}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_ae98b066ec013397353ba22510adeeb5c}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createCassiniSoldner@{createCassiniSoldner}}
\index{createCassiniSoldner@{createCassiniSoldner}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createCassiniSoldner()}{createCassiniSoldner()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Cassini\+Soldner (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Cassini-\/\+Soldner\mbox{]} (\href{https://proj.org/operations/projections/cass.html}{\texttt{ https\+://proj.\+org/operations/projections/cass.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9806\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9806}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9806}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a149dff78670c2a6311cf9400fb8c6b97}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a149dff78670c2a6311cf9400fb8c6b97}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createChangeVerticalUnit@{createChangeVerticalUnit}}
\index{createChangeVerticalUnit@{createChangeVerticalUnit}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createChangeVerticalUnit()}{createChangeVerticalUnit()}\hspace{0.1cm}{\footnotesize\ttfamily [1/2]}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Change\+Vertical\+Unit (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the Change of Vertical Unit method (without explicit conversion factor) 

This method is defined as \mbox{[}EPSG\+:1104\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::1104}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::1104}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_ad3325685d42d76df1f1c2904f9567a5d}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_ad3325685d42d76df1f1c2904f9567a5d}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createChangeVerticalUnit@{createChangeVerticalUnit}}
\index{createChangeVerticalUnit@{createChangeVerticalUnit}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createChangeVerticalUnit()}{createChangeVerticalUnit()}\hspace{0.1cm}{\footnotesize\ttfamily [2/2]}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Change\+Vertical\+Unit (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{factor }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the Change of Vertical Unit method. 

This method is defined as \mbox{[}EPSG\+:1069\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::1069}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::1069}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em factor} & \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}} factor \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a4912c1ab81abb468b477e31d65a06705}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a4912c1ab81abb468b477e31d65a06705}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createEckertI@{createEckertI}}
\index{createEckertI@{createEckertI}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createEckertI()}{createEckertI()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+EckertI (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Eckert I\mbox{]} (\href{https://proj.org/operations/projections/eck1.html}{\texttt{ https\+://proj.\+org/operations/projections/eck1.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_aafb120956ccbbc8c8d51e741a198f630}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_aafb120956ccbbc8c8d51e741a198f630}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createEckertII@{createEckertII}}
\index{createEckertII@{createEckertII}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createEckertII()}{createEckertII()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Eckert\+II (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Eckert II\mbox{]} (\href{https://proj.org/operations/projections/eck2.html}{\texttt{ https\+://proj.\+org/operations/projections/eck2.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a91083cb2c918cd8684fb92d5056eaa97}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a91083cb2c918cd8684fb92d5056eaa97}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createEckertIII@{createEckertIII}}
\index{createEckertIII@{createEckertIII}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createEckertIII()}{createEckertIII()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Eckert\+III (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Eckert III\mbox{]} (\href{https://proj.org/operations/projections/eck3.html}{\texttt{ https\+://proj.\+org/operations/projections/eck3.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a342c6e953a37c760c0556837053f1619}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a342c6e953a37c760c0556837053f1619}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createEckertIV@{createEckertIV}}
\index{createEckertIV@{createEckertIV}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createEckertIV()}{createEckertIV()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Eckert\+IV (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Eckert IV\mbox{]} (\href{https://proj.org/operations/projections/eck4.html}{\texttt{ https\+://proj.\+org/operations/projections/eck4.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_aa8be36b476531bb5f55dbd3a25e892c3}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_aa8be36b476531bb5f55dbd3a25e892c3}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createEckertV@{createEckertV}}
\index{createEckertV@{createEckertV}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createEckertV()}{createEckertV()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+EckertV (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Eckert V\mbox{]} (\href{https://proj.org/operations/projections/eck5.html}{\texttt{ https\+://proj.\+org/operations/projections/eck5.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a3111b3491d69660c3285d1e8a945f202}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a3111b3491d69660c3285d1e8a945f202}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createEckertVI@{createEckertVI}}
\index{createEckertVI@{createEckertVI}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createEckertVI()}{createEckertVI()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Eckert\+VI (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Eckert VI\mbox{]} (\href{https://proj.org/operations/projections/eck6.html}{\texttt{ https\+://proj.\+org/operations/projections/eck6.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a6dc3e36de174b1d929d3d38f78f2d842}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a6dc3e36de174b1d929d3d38f78f2d842}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createEqualEarth@{createEqualEarth}}
\index{createEqualEarth@{createEqualEarth}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createEqualEarth()}{createEqualEarth()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Equal\+Earth (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Equal Earth\mbox{]} (\href{https://proj.org/operations/projections/eqearth.html}{\texttt{ https\+://proj.\+org/operations/projections/eqearth.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:1078\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::1078}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::1078}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a63c82389ab8f3202c900bac7d41ca6aa}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a63c82389ab8f3202c900bac7d41ca6aa}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createEquidistantConic@{createEquidistantConic}}
\index{createEquidistantConic@{createEquidistantConic}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createEquidistantConic()}{createEquidistantConic()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Equidistant\+Conic (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+First\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Second\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Equidistant Conic\mbox{]} (\href{https://proj.org/operations/projections/eqdc.html}{\texttt{ https\+://proj.\+org/operations/projections/eqdc.\+html}}) projection method. 

There is no equivalent in EPSG.

\begin{DoxyNote}{Note}
Although not found in EPSG, the order of arguments is conformant with the \char`\"{}spirit\char`\"{} of EPSG and different than OGRSpatial\+Reference\+::set\+EC() of GDAL \texorpdfstring{$<$}{<}= 2.\+3 $\ast$
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set.\\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em latitude\+First\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_first_std_parallel}{Latitude of 1st standard parallel}} \\
\hline
{\em latitude\+Second\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_second_std_parallel}{Latitude of 2nd standard parallel}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a0d701a01f0a9612c6a6df96ec950ad70}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a0d701a01f0a9612c6a6df96ec950ad70}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createEquidistantCylindrical@{createEquidistantCylindrical}}
\index{createEquidistantCylindrical@{createEquidistantCylindrical}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createEquidistantCylindrical()}{createEquidistantCylindrical()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Equidistant\+Cylindrical (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+First\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Nat\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Equidistant Cylindrical\mbox{]} (\href{https://proj.org/operations/projections/eqc.html}{\texttt{ https\+://proj.\+org/operations/projections/eqc.\+html}}) projection method. 

This is also known as the Equirectangular method, and in the particular case where the latitude of first parallel is 0.

This method is defined as \mbox{[}EPSG\+:1028\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::1028}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::1028}})

\begin{DoxyNote}{Note}
This is the equivalent OGRSpatial\+Reference\+::\+Set\+Equirectangular2( 0.\+0, latitude\+First\+Parallel, false\+Easting, false\+Northing ) of GDAL \texorpdfstring{$<$}{<}= 2.\+3, where the lat\+\_\+0 / center\+\_\+latitude parameter is forced to 0.
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+First\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_first_std_parallel}{Latitude of 1st standard parallel}}. \\
\hline
{\em longitude\+Nat\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a2508c0bec8aad7d9bb3edd4fa5dd580d}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a2508c0bec8aad7d9bb3edd4fa5dd580d}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createEquidistantCylindricalSpherical@{createEquidistantCylindricalSpherical}}
\index{createEquidistantCylindricalSpherical@{createEquidistantCylindricalSpherical}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createEquidistantCylindricalSpherical()}{createEquidistantCylindricalSpherical()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Equidistant\+Cylindrical\+Spherical (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+First\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Nat\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Equidistant Cylindrical (Spherical)\mbox{]} (\href{https://proj.org/operations/projections/eqc.html}{\texttt{ https\+://proj.\+org/operations/projections/eqc.\+html}}) projection method. 

This is also known as the Equirectangular method, and in the particular case where the latitude of first parallel is 0.

This method is defined as \mbox{[}EPSG\+:1029\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::1029}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::1029}})

\begin{DoxyNote}{Note}
This is the equivalent OGRSpatial\+Reference\+::\+Set\+Equirectangular2( 0.\+0, latitude\+First\+Parallel, false\+Easting, false\+Northing ) of GDAL \texorpdfstring{$<$}{<}= 2.\+3, where the lat\+\_\+0 / center\+\_\+latitude parameter is forced to 0.
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+First\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_first_std_parallel}{Latitude of 1st standard parallel}}. \\
\hline
{\em longitude\+Nat\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a593290771f14ee522db4e487feb051be}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a593290771f14ee522db4e487feb051be}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createGall@{createGall}}
\index{createGall@{createGall}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createGall()}{createGall()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Gall (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Gall (Stereographic)\mbox{]} (\href{https://proj.org/operations/projections/gall.html}{\texttt{ https\+://proj.\+org/operations/projections/gall.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a0516ac1d422c24c53d38703ebeb7d0fe}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a0516ac1d422c24c53d38703ebeb7d0fe}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createGaussSchreiberTransverseMercator@{createGaussSchreiberTransverseMercator}}
\index{createGaussSchreiberTransverseMercator@{createGaussSchreiberTransverseMercator}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createGaussSchreiberTransverseMercator()}{createGaussSchreiberTransverseMercator()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Gauss\+Schreiber\+Transverse\+Mercator (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Gauss Schreiber Transverse Mercator\mbox{]} (\href{https://proj.org/operations/projections/gstmerc.html}{\texttt{ https\+://proj.\+org/operations/projections/gstmerc.\+html}}) projection method. 

This method is also known as Gauss-\/\+Laborde Reunion.

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em scale} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale}{Scale Factor}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a05a9ff413197f1b22ccc91af0008fb0b}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a05a9ff413197f1b22ccc91af0008fb0b}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createGeographicGeocentric@{createGeographicGeocentric}}
\index{createGeographicGeocentric@{createGeographicGeocentric}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createGeographicGeocentric()}{createGeographicGeocentric()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Geographic\+Geocentric (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the Geographic/\+Geocentric method. 

This method is defined as \mbox{[}EPSG\+:9602\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9602}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9602}}),


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a6c2351fd5ba95fa842738a00788f2173}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a6c2351fd5ba95fa842738a00788f2173}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createGeostationarySatelliteSweepX@{createGeostationarySatelliteSweepX}}
\index{createGeostationarySatelliteSweepX@{createGeostationarySatelliteSweepX}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createGeostationarySatelliteSweepX()}{createGeostationarySatelliteSweepX()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Geostationary\+Satellite\+SweepX (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{height,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Geostationary Satellite View\mbox{]} (\href{https://proj.org/operations/projections/geos.html}{\texttt{ https\+://proj.\+org/operations/projections/geos.\+html}}) projection method, with the sweep angle axis of the viewing instrument being x. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em height} & Height of the view point above the Earth. \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a724809b67d03846574109bfc7c853e08}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a724809b67d03846574109bfc7c853e08}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createGeostationarySatelliteSweepY@{createGeostationarySatelliteSweepY}}
\index{createGeostationarySatelliteSweepY@{createGeostationarySatelliteSweepY}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createGeostationarySatelliteSweepY()}{createGeostationarySatelliteSweepY()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Geostationary\+Satellite\+SweepY (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{height,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Geostationary Satellite View\mbox{]} (\href{https://proj.org/operations/projections/geos.html}{\texttt{ https\+://proj.\+org/operations/projections/geos.\+html}}) projection method, with the sweep angle axis of the viewing instrument being y. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em height} & Height of the view point above the Earth. \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_af46b743b8dfb53de7b36331f92ae190f}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_af46b743b8dfb53de7b36331f92ae190f}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createGnomonic@{createGnomonic}}
\index{createGnomonic@{createGnomonic}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createGnomonic()}{createGnomonic()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Gnomonic (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Gnomonic\mbox{]} (\href{https://proj.org/operations/projections/gnom.html}{\texttt{ https\+://proj.\+org/operations/projections/gnom.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_ab6f51d44828de98129bc9104bad2192e}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_ab6f51d44828de98129bc9104bad2192e}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createGoodeHomolosine@{createGoodeHomolosine}}
\index{createGoodeHomolosine@{createGoodeHomolosine}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createGoodeHomolosine()}{createGoodeHomolosine()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Goode\+Homolosine (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Goode Homolosine\mbox{]} (\href{https://proj.org/operations/projections/goode.html}{\texttt{ https\+://proj.\+org/operations/projections/goode.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_af991dab7036798a6586bd0e16083e964}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_af991dab7036798a6586bd0e16083e964}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createGuamProjection@{createGuamProjection}}
\index{createGuamProjection@{createGuamProjection}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createGuamProjection()}{createGuamProjection()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Guam\+Projection (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Nat\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Nat\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Guam Projection\mbox{]} (\href{https://proj.org/operations/projections/aeqd.html}{\texttt{ https\+://proj.\+org/operations/projections/aeqd.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9831\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9831}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9831}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+Nat\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em longitude\+Nat\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a2f7f18b1d2af6e0183cc3708f6b14228}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a2f7f18b1d2af6e0183cc3708f6b14228}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createHeightDepthReversal@{createHeightDepthReversal}}
\index{createHeightDepthReversal@{createHeightDepthReversal}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createHeightDepthReversal()}{createHeightDepthReversal()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Height\+Depth\+Reversal (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the Height Depth Reversal method. 

This method is defined as \mbox{[}EPSG\+:1068\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::1068}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::1068}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\begin{DoxySince}{Since}
6.\+3 
\end{DoxySince}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a4917e3177e6ef955bdbc1bd11e5e8746}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a4917e3177e6ef955bdbc1bd11e5e8746}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createHotineObliqueMercatorTwoPointNaturalOrigin@{createHotineObliqueMercatorTwoPointNaturalOrigin}}
\index{createHotineObliqueMercatorTwoPointNaturalOrigin@{createHotineObliqueMercatorTwoPointNaturalOrigin}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createHotineObliqueMercatorTwoPointNaturalOrigin()}{createHotineObliqueMercatorTwoPointNaturalOrigin()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Hotine\+Oblique\+Mercator\+Two\+Point\+Natural\+Origin (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Projection\+Centre,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Point1,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Point1,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Point2,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Point2,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{easting\+Projection\+Centre,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{northing\+Projection\+Centre }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Hotine Oblique Mercator Two Point Natural Origin\mbox{]} (\href{https://proj.org/operations/projections/omerc.html}{\texttt{ https\+://proj.\+org/operations/projections/omerc.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+Projection\+Centre} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_projection_centre}{Latitude of projection centre}} \\
\hline
{\em latitude\+Point1} & Latitude of point 1. \\
\hline
{\em longitude\+Point1} & Latitude of point 1. \\
\hline
{\em latitude\+Point2} & Latitude of point 2. \\
\hline
{\em longitude\+Point2} & Longitude of point 2. \\
\hline
{\em scale} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale_factor_initial_line}{Scale factor on initial line}} \\
\hline
{\em easting\+Projection\+Centre} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_easting_projection_centre}{Easting at projection centre}} \\
\hline
{\em northing\+Projection\+Centre} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_northing_projection_centre}{Northing at projection centre}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a46b5ffee86f3398839e2588213480e66}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a46b5ffee86f3398839e2588213480e66}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createHotineObliqueMercatorVariantA@{createHotineObliqueMercatorVariantA}}
\index{createHotineObliqueMercatorVariantA@{createHotineObliqueMercatorVariantA}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createHotineObliqueMercatorVariantA()}{createHotineObliqueMercatorVariantA()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Hotine\+Oblique\+Mercator\+VariantA (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Projection\+Centre,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Projection\+Centre,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{azimuth\+Initial\+Line,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{angle\+From\+Rectified\+To\+Skrew\+Grid,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Hotine Oblique Mercator (Variant A)\mbox{]} (\href{https://proj.org/operations/projections/omerc.html}{\texttt{ https\+://proj.\+org/operations/projections/omerc.\+html}}) projection method. 

This is the variant with the no\+\_\+uoff parameter, which corresponds to GDAL \texorpdfstring{$>$}{>}=2.\+3 Hotine\+\_\+\+Oblique\+\_\+\+Mercator projection. In this variant, the false grid coordinates are defined at the intersection of the initial line and the aposphere (the equator on one of the intermediate surfaces inherent in the method), that is at the natural origin of the coordinate system).

This method is defined as \mbox{[}EPSG\+:9812\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9812}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9812}})

\begin{DoxyNote}{Note}
In the case where azimuth\+Initial\+Line = angle\+From\+Rectified\+To\+Skrew\+Grid = 90deg, this maps to the \mbox{[}Swiss Oblique Mercator\mbox{]} (\href{https://proj.org/operations/projections/somerc.html}{\texttt{ https\+://proj.\+org/operations/projections/somerc.\+html}}) formulas.
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+Projection\+Centre} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_projection_centre}{Latitude of projection centre}} \\
\hline
{\em longitude\+Projection\+Centre} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_projection_centre}{Longitude of projection centre}} \\
\hline
{\em azimuth\+Initial\+Line} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_azimuth_initial_line}{Azimuth of initial line}} \\
\hline
{\em angle\+From\+Rectified\+To\+Skrew\+Grid} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_angle_from_recitfied_to_skrew_grid}{Angle from Rectified to Skew Grid}} \\
\hline
{\em scale} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale_factor_initial_line}{Scale factor on initial line}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_aa80a339ca744ca59663f928e05600b6f}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_aa80a339ca744ca59663f928e05600b6f}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createHotineObliqueMercatorVariantB@{createHotineObliqueMercatorVariantB}}
\index{createHotineObliqueMercatorVariantB@{createHotineObliqueMercatorVariantB}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createHotineObliqueMercatorVariantB()}{createHotineObliqueMercatorVariantB()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Hotine\+Oblique\+Mercator\+VariantB (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Projection\+Centre,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Projection\+Centre,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{azimuth\+Initial\+Line,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{angle\+From\+Rectified\+To\+Skrew\+Grid,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{easting\+Projection\+Centre,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{northing\+Projection\+Centre }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Hotine Oblique Mercator (Variant B)\mbox{]} (\href{https://proj.org/operations/projections/omerc.html}{\texttt{ https\+://proj.\+org/operations/projections/omerc.\+html}}) projection method. 

This is the variant without the no\+\_\+uoff parameter, which corresponds to GDAL \texorpdfstring{$>$}{>}=2.\+3 Hotine\+\_\+\+Oblique\+\_\+\+Mercator\+\_\+\+Azimuth\+\_\+\+Center projection. In this variant, the false grid coordinates are defined at the projection centre.

This method is defined as \mbox{[}EPSG\+:9815\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9815}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9815}})

\begin{DoxyNote}{Note}
In the case where azimuth\+Initial\+Line = angle\+From\+Rectified\+To\+Skrew\+Grid = 90deg, this maps to the \mbox{[}Swiss Oblique Mercator\mbox{]} (\href{https://proj.org/operations/projections/somerc.html}{\texttt{ https\+://proj.\+org/operations/projections/somerc.\+html}}) formulas.
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+Projection\+Centre} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_projection_centre}{Latitude of projection centre}} \\
\hline
{\em longitude\+Projection\+Centre} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_projection_centre}{Longitude of projection centre}} \\
\hline
{\em azimuth\+Initial\+Line} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_azimuth_initial_line}{Azimuth of initial line}} \\
\hline
{\em angle\+From\+Rectified\+To\+Skrew\+Grid} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_angle_from_recitfied_to_skrew_grid}{Angle from Rectified to Skew Grid}} \\
\hline
{\em scale} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale_factor_initial_line}{Scale factor on initial line}} \\
\hline
{\em easting\+Projection\+Centre} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_easting_projection_centre}{Easting at projection centre}} \\
\hline
{\em northing\+Projection\+Centre} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_northing_projection_centre}{Northing at projection centre}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_aa7a9a03b624d31160afa24e03840a649}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_aa7a9a03b624d31160afa24e03840a649}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createInternationalMapWorldPolyconic@{createInternationalMapWorldPolyconic}}
\index{createInternationalMapWorldPolyconic@{createInternationalMapWorldPolyconic}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createInternationalMapWorldPolyconic()}{createInternationalMapWorldPolyconic()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+International\+Map\+World\+Polyconic (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+First\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Second\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}International Map of the World Polyconic\mbox{]} (\href{https://proj.org/operations/projections/imw_p.html}{\texttt{ https\+://proj.\+org/operations/projections/imw\+\_\+p.\+html}}) projection method. 

There is no equivalent in EPSG.

\begin{DoxyNote}{Note}
the order of arguments is conformant with the corresponding EPSG mode and different than OGRSpatial\+Reference\+::\+Set\+IWMPolyconic() of GDAL \texorpdfstring{$<$}{<}= 2.\+3
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em latitude\+First\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_first_std_parallel}{Latitude of 1st standard parallel}} \\
\hline
{\em latitude\+Second\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_second_std_parallel}{Latitude of 2nd standard parallel}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a8fde35e969e8ade3077bb38e7ecee843}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a8fde35e969e8ade3077bb38e7ecee843}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createInterruptedGoodeHomolosine@{createInterruptedGoodeHomolosine}}
\index{createInterruptedGoodeHomolosine@{createInterruptedGoodeHomolosine}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createInterruptedGoodeHomolosine()}{createInterruptedGoodeHomolosine()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Interrupted\+Goode\+Homolosine (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Interrupted Goode Homolosine\mbox{]} (\href{https://proj.org/operations/projections/igh.html}{\texttt{ https\+://proj.\+org/operations/projections/igh.\+html}}) projection method. 

There is no equivalent in EPSG.

\begin{DoxyNote}{Note}
OGRSpatial\+Reference\+::\+Set\+IGH() of GDAL \texorpdfstring{$<$}{<}= 2.\+3 assumes the 3 projection parameters to be zero and this is the nominal case.
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_ae4268559484e2322080b187d09a2dc5f}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_ae4268559484e2322080b187d09a2dc5f}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createKrovak@{createKrovak}}
\index{createKrovak@{createKrovak}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createKrovak()}{createKrovak()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Krovak (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Projection\+Centre,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Of\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{colatitude\+Cone\+Axis,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Pseudo\+Standard\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale\+Factor\+Pseudo\+Standard\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Krovak\mbox{]} (\href{https://proj.org/operations/projections/krovak.html}{\texttt{ https\+://proj.\+org/operations/projections/krovak.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9819\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9819}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9819}})

The coordinates are returned in the historical order\+: southing, westing This method is similar to \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a9d0a27b016d07a8f9eae2bcfdedf3e22}{create\+Krovak\+North\+Oriented()}}, except that the later returns projected values as easting, northing, where easting(\+Krovak\+\_\+\+North) = -\/westing(\+Krovak) and northing(\+Krovak\+\_\+\+North) = -\/southing(\+Krovak).

\begin{DoxyNote}{Note}
The current PROJ implementation of Krovak hard-\/codes colatitude\+Cone\+Axis = 30deg17\textquotesingle{}17.\+30311"{} and latitude\+Pseudo\+Standard\+Parallel = 78deg30\textquotesingle{}N, which are the values used for the Projected\+CRS S-\/\+JTSK (Ferro) / Krovak East North (EPSG\+:5221). It also hard-\/codes the parameters of the Bessel ellipsoid typically used for Krovak.
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+Projection\+Centre} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_projection_centre}{Latitude of projection centre}} \\
\hline
{\em longitude\+Of\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_of_origin}{Longitude of origin}} \\
\hline
{\em colatitude\+Cone\+Axis} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_colatitude_cone_axis}{Co-\/latitude of cone axis}} \\
\hline
{\em latitude\+Pseudo\+Standard\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_pseudo_standard_parallel}{Latitude of pseudo standard}} \\
\hline
{\em scale\+Factor\+Pseudo\+Standard\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale_factor_pseudo_standard_parallel}{Scale factor on pseudo}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a9d0a27b016d07a8f9eae2bcfdedf3e22}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a9d0a27b016d07a8f9eae2bcfdedf3e22}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createKrovakNorthOriented@{createKrovakNorthOriented}}
\index{createKrovakNorthOriented@{createKrovakNorthOriented}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createKrovakNorthOriented()}{createKrovakNorthOriented()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Krovak\+North\+Oriented (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Projection\+Centre,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Of\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{colatitude\+Cone\+Axis,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Pseudo\+Standard\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale\+Factor\+Pseudo\+Standard\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Krovak (north oriented)\mbox{]} (\href{https://proj.org/operations/projections/krovak.html}{\texttt{ https\+://proj.\+org/operations/projections/krovak.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:1041\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::1041}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::1041}})

The coordinates are returned in the \char`\"{}\+GIS friendly\char`\"{} order\+: easting, northing. This method is similar to \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_ae4268559484e2322080b187d09a2dc5f}{create\+Krovak()}}, except that the later returns projected values as southing, westing, where southing(\+Krovak) = -\/northing(\+Krovak\+\_\+\+North) and westing(\+Krovak) = -\/easting(\+Krovak\+\_\+\+North).

\begin{DoxyNote}{Note}
The current PROJ implementation of Krovak hard-\/codes colatitude\+Cone\+Axis = 30deg17\textquotesingle{}17.\+30311"{} and latitude\+Pseudo\+Standard\+Parallel = 78deg30\textquotesingle{}N, which are the values used for the Projected\+CRS S-\/\+JTSK (Ferro) / Krovak East North (EPSG\+:5221). It also hard-\/codes the parameters of the Bessel ellipsoid typically used for Krovak.
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+Projection\+Centre} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_projection_centre}{Latitude of projection centre}} \\
\hline
{\em longitude\+Of\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_of_origin}{Longitude of origin}} \\
\hline
{\em colatitude\+Cone\+Axis} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_colatitude_cone_axis}{Co-\/latitude of cone axis}} \\
\hline
{\em latitude\+Pseudo\+Standard\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_pseudo_standard_parallel}{Latitude of pseudo standard}} \\
\hline
{\em scale\+Factor\+Pseudo\+Standard\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale_factor_pseudo_standard_parallel}{Scale factor on pseudo}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a269f7863be38b415b7dbd7ad2ee22748}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a269f7863be38b415b7dbd7ad2ee22748}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createLabordeObliqueMercator@{createLabordeObliqueMercator}}
\index{createLabordeObliqueMercator@{createLabordeObliqueMercator}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createLabordeObliqueMercator()}{createLabordeObliqueMercator()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Laborde\+Oblique\+Mercator (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Projection\+Centre,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Projection\+Centre,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{azimuth\+Initial\+Line,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Laborde Oblique Mercator\mbox{]} (\href{https://proj.org/operations/projections/labrd.html}{\texttt{ https\+://proj.\+org/operations/projections/labrd.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9813\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9813}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9813}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+Projection\+Centre} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_projection_centre}{Latitude of projection centre}} \\
\hline
{\em longitude\+Projection\+Centre} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_projection_centre}{Longitude of projection centre}} \\
\hline
{\em azimuth\+Initial\+Line} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_azimuth_initial_line}{Azimuth of initial line}} \\
\hline
{\em scale} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale_factor_initial_line}{Scale factor on initial line}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a2c4a6824a1e592fb2639ee8da66df503}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a2c4a6824a1e592fb2639ee8da66df503}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createLambertAzimuthalEqualArea@{createLambertAzimuthalEqualArea}}
\index{createLambertAzimuthalEqualArea@{createLambertAzimuthalEqualArea}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createLambertAzimuthalEqualArea()}{createLambertAzimuthalEqualArea()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Lambert\+Azimuthal\+Equal\+Area (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Nat\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Nat\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Lambert Azimuthal Equal Area\mbox{]} (\href{https://proj.org/operations/projections/laea.html}{\texttt{ https\+://proj.\+org/operations/projections/laea.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9820\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9820}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9820}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+Nat\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em longitude\+Nat\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_aa7c8084e85772bd7deffa9183515d21a}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_aa7c8084e85772bd7deffa9183515d21a}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createLambertConicConformal\_1SP@{createLambertConicConformal\_1SP}}
\index{createLambertConicConformal\_1SP@{createLambertConicConformal\_1SP}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createLambertConicConformal\_1SP()}{createLambertConicConformal\_1SP()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Lambert\+Conic\+Conformal\+\_\+1\+SP (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Lambert Conic Conformal 1SP\mbox{]} (\href{https://proj.org/operations/projections/lcc.html}{\texttt{ https\+://proj.\+org/operations/projections/lcc.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9801\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9801}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9801}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em scale} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale}{Scale Factor}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_aa4313999515529604f41f74ce5040698}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_aa4313999515529604f41f74ce5040698}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createLambertConicConformal\_2SP@{createLambertConicConformal\_2SP}}
\index{createLambertConicConformal\_2SP@{createLambertConicConformal\_2SP}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createLambertConicConformal\_2SP()}{createLambertConicConformal\_2SP()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Lambert\+Conic\+Conformal\+\_\+2\+SP (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+False\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+False\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+First\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Second\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{easting\+False\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{northing\+False\+Origin }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Lambert Conic Conformal (2SP)\mbox{]} (\href{https://proj.org/operations/projections/lcc.html}{\texttt{ https\+://proj.\+org/operations/projections/lcc.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9802\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9802}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9802}})

\begin{DoxyNote}{Note}
the order of arguments is conformant with the corresponding EPSG mode and different than OGRSpatial\+Reference\+::set\+LCC() of GDAL \texorpdfstring{$<$}{<}= 2.\+3
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_false_origin}{Latitude of false origin}} \\
\hline
{\em longitude\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_false_origin}{Longitude of false origin}} \\
\hline
{\em latitude\+First\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_first_std_parallel}{Latitude of 1st standard parallel}} \\
\hline
{\em latitude\+Second\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_second_std_parallel}{Latitude of 2nd standard parallel}} \\
\hline
{\em easting\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_easting_false_origin}{Easting of false origin}} \\
\hline
{\em northing\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_northing_false_origin}{Northing of false origin}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a8f75f57f84ce0eb6b6f6122fb49fd620}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a8f75f57f84ce0eb6b6f6122fb49fd620}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createLambertConicConformal\_2SP\_Belgium@{createLambertConicConformal\_2SP\_Belgium}}
\index{createLambertConicConformal\_2SP\_Belgium@{createLambertConicConformal\_2SP\_Belgium}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createLambertConicConformal\_2SP\_Belgium()}{createLambertConicConformal\_2SP\_Belgium()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Lambert\+Conic\+Conformal\+\_\+2\+SP\+\_\+\+Belgium (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+False\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+False\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+First\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Second\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{easting\+False\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{northing\+False\+Origin }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Lambert Conic Conformal (2SP Belgium)\mbox{]} (\href{https://proj.org/operations/projections/lcc.html}{\texttt{ https\+://proj.\+org/operations/projections/lcc.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9803\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9803}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9803}})

\begin{DoxyWarning}{Warning}
The formulas used currently in PROJ are, incorrectly, the ones of the regular LCC\+\_\+2\+SP method.
\end{DoxyWarning}
\begin{DoxyNote}{Note}
the order of arguments is conformant with the corresponding EPSG mode and different than OGRSpatial\+Reference\+::set\+LCCB() of GDAL \texorpdfstring{$<$}{<}= 2.\+3
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_false_origin}{Latitude of false origin}} \\
\hline
{\em longitude\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_false_origin}{Longitude of false origin}} \\
\hline
{\em latitude\+First\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_first_std_parallel}{Latitude of 1st standard parallel}} \\
\hline
{\em latitude\+Second\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_second_std_parallel}{Latitude of 2nd standard parallel}} \\
\hline
{\em easting\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_easting_false_origin}{Easting of false origin}} \\
\hline
{\em northing\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_northing_false_origin}{Northing of false origin}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a7a28f69a81bdb08936b355b1b292ab3b}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a7a28f69a81bdb08936b355b1b292ab3b}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createLambertConicConformal\_2SP\_Michigan@{createLambertConicConformal\_2SP\_Michigan}}
\index{createLambertConicConformal\_2SP\_Michigan@{createLambertConicConformal\_2SP\_Michigan}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createLambertConicConformal\_2SP\_Michigan()}{createLambertConicConformal\_2SP\_Michigan()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Lambert\+Conic\+Conformal\+\_\+2\+SP\+\_\+\+Michigan (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+False\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+False\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+First\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Second\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{easting\+False\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{northing\+False\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{ellipsoid\+Scaling\+Factor }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Lambert Conic Conformal (2SP Michigan)\mbox{]} (\href{https://proj.org/operations/projections/lcc.html}{\texttt{ https\+://proj.\+org/operations/projections/lcc.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:1051\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::1051}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::1051}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_false_origin}{Latitude of false origin}} \\
\hline
{\em longitude\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_false_origin}{Longitude of false origin}} \\
\hline
{\em latitude\+First\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_first_std_parallel}{Latitude of 1st standard parallel}} \\
\hline
{\em latitude\+Second\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_second_std_parallel}{Latitude of 2nd standard parallel}} \\
\hline
{\em easting\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_easting_false_origin}{Easting of false origin}} \\
\hline
{\em northing\+False\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_northing_false_origin}{Northing of false origin}} \\
\hline
{\em ellipsoid\+Scaling\+Factor} & Ellipsoid scaling factor. \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a9bdbcfa11f047ab9e17eb0296efd9bd2}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a9bdbcfa11f047ab9e17eb0296efd9bd2}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createLambertCylindricalEqualArea@{createLambertCylindricalEqualArea}}
\index{createLambertCylindricalEqualArea@{createLambertCylindricalEqualArea}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createLambertCylindricalEqualArea()}{createLambertCylindricalEqualArea()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Lambert\+Cylindrical\+Equal\+Area (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+First\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Nat\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Lambert Cylindrical Equal Area (ellipsoidal form)\mbox{]} (\href{https://proj.org/operations/projections/cea.html}{\texttt{ https\+://proj.\+org/operations/projections/cea.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9835\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9835}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9835}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+First\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_first_std_parallel}{Latitude of 1st standard parallel}}. \\
\hline
{\em longitude\+Nat\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_ae242b275645c6fdbe157dd85c93243d5}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_ae242b275645c6fdbe157dd85c93243d5}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createLambertCylindricalEqualAreaSpherical@{createLambertCylindricalEqualAreaSpherical}}
\index{createLambertCylindricalEqualAreaSpherical@{createLambertCylindricalEqualAreaSpherical}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createLambertCylindricalEqualAreaSpherical()}{createLambertCylindricalEqualAreaSpherical()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Lambert\+Cylindrical\+Equal\+Area\+Spherical (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+First\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Nat\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Lambert Cylindrical Equal Area (Spherical)\mbox{]} (\href{https://proj.org/operations/projections/cea.html}{\texttt{ https\+://proj.\+org/operations/projections/cea.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9834\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9834}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9834}})

\begin{DoxyWarning}{Warning}
The PROJ cea computation code would select the ellipsoidal form if a non-\/spherical ellipsoid is used for the base Geographic\+CRS.
\end{DoxyWarning}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+First\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_first_std_parallel}{Latitude of 1st standard parallel}}. \\
\hline
{\em longitude\+Nat\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a0d5473f348467097a5dd97c841a06236}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a0d5473f348467097a5dd97c841a06236}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createMercatorVariantA@{createMercatorVariantA}}
\index{createMercatorVariantA@{createMercatorVariantA}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createMercatorVariantA()}{createMercatorVariantA()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Mercator\+VariantA (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Mercator\mbox{]} (\href{https://proj.org/operations/projections/merc.html}{\texttt{ https\+://proj.\+org/operations/projections/merc.\+html}}) projection method. 

This is the variant, also known as Mercator (1SP), defined with the scale factor. Note that latitude of natural origin (center\+Lat) is a parameter, but unused in the transformation formulas.

This method is defined as \mbox{[}EPSG\+:9804\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9804}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9804}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} . Should be 0. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em scale} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale}{Scale Factor}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a738777050b921ae756a5102b925cc7ba}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a738777050b921ae756a5102b925cc7ba}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createMercatorVariantB@{createMercatorVariantB}}
\index{createMercatorVariantB@{createMercatorVariantB}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createMercatorVariantB()}{createMercatorVariantB()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Mercator\+VariantB (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+First\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Mercator\mbox{]} (\href{https://proj.org/operations/projections/merc.html}{\texttt{ https\+://proj.\+org/operations/projections/merc.\+html}}) projection method. 

This is the variant, also known as Mercator (2SP), defined with the latitude of the first standard parallel (the second standard parallel is implicitly the opposite value). The latitude of natural origin is fixed to zero.

This method is defined as \mbox{[}EPSG\+:9805\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9805}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9805}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+First\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_first_std_parallel}{Latitude of 1st standard parallel}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_ac6f2c0bf7993cbd1f2c9f9ad05824c32}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_ac6f2c0bf7993cbd1f2c9f9ad05824c32}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createMillerCylindrical@{createMillerCylindrical}}
\index{createMillerCylindrical@{createMillerCylindrical}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createMillerCylindrical()}{createMillerCylindrical()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Miller\+Cylindrical (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Miller Cylindrical\mbox{]} (\href{https://proj.org/operations/projections/mill.html}{\texttt{ https\+://proj.\+org/operations/projections/mill.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a302c8d9bdaff065f2621f27b701615c6}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a302c8d9bdaff065f2621f27b701615c6}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createMollweide@{createMollweide}}
\index{createMollweide@{createMollweide}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createMollweide()}{createMollweide()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Mollweide (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Mollweide\mbox{]} (\href{https://proj.org/operations/projections/moll.html}{\texttt{ https\+://proj.\+org/operations/projections/moll.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_afb81ccd01129ff40ed17272c35f5cd4e}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_afb81ccd01129ff40ed17272c35f5cd4e}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createNewZealandMappingGrid@{createNewZealandMappingGrid}}
\index{createNewZealandMappingGrid@{createNewZealandMappingGrid}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createNewZealandMappingGrid()}{createNewZealandMappingGrid()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+New\+Zealand\+Mapping\+Grid (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}New Zealand Map Grid\mbox{]} (\href{https://proj.org/operations/projections/nzmg.html}{\texttt{ https\+://proj.\+org/operations/projections/nzmg.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9811\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9811}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9811}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a599004d6fddc111b29715629f0edeb85}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a599004d6fddc111b29715629f0edeb85}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createObliqueStereographic@{createObliqueStereographic}}
\index{createObliqueStereographic@{createObliqueStereographic}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createObliqueStereographic()}{createObliqueStereographic()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Oblique\+Stereographic (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Oblique Stereographic (Alternative)\mbox{]} (\href{https://proj.org/operations/projections/sterea.html}{\texttt{ https\+://proj.\+org/operations/projections/sterea.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9809\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9809}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9809}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em scale} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale}{Scale Factor}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_abd61efe7b8e71595f0b5b137452d9343}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_abd61efe7b8e71595f0b5b137452d9343}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createOrthographic@{createOrthographic}}
\index{createOrthographic@{createOrthographic}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createOrthographic()}{createOrthographic()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Orthographic (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Orthographic\mbox{]} (\href{https://proj.org/operations/projections/ortho.html}{\texttt{ https\+://proj.\+org/operations/projections/ortho.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9840\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9840}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9840}})

\begin{DoxyNote}{Note}
Before PROJ 7.\+2, only the spherical formulation was implemented.
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_aa3f7f1612c461724f9c096f82146bf35}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_aa3f7f1612c461724f9c096f82146bf35}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createPolarStereographicVariantA@{createPolarStereographicVariantA}}
\index{createPolarStereographicVariantA@{createPolarStereographicVariantA}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createPolarStereographicVariantA()}{createPolarStereographicVariantA()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Polar\+Stereographic\+VariantA (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Polar Stereographic (Variant A)\mbox{]} (\href{https://proj.org/operations/projections/stere.html}{\texttt{ https\+://proj.\+org/operations/projections/stere.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9810\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9810}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9810}})

This is the variant of polar stereographic defined with a scale factor.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} . Should be 90 deg ou -\/90 deg. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em scale} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale}{Scale Factor}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a800f9fbdad248ddab6052b914ce5a17d}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a800f9fbdad248ddab6052b914ce5a17d}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createPolarStereographicVariantB@{createPolarStereographicVariantB}}
\index{createPolarStereographicVariantB@{createPolarStereographicVariantB}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createPolarStereographicVariantB()}{createPolarStereographicVariantB()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Polar\+Stereographic\+VariantB (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Standard\+Parallel,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Of\+Origin,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Polar Stereographic (Variant B)\mbox{]} (\href{https://proj.org/operations/projections/stere.html}{\texttt{ https\+://proj.\+org/operations/projections/stere.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9829\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9829}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9829}})

This is the variant of polar stereographic defined with a latitude of standard parallel.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+Standard\+Parallel} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_latitude_std_parallel}{Latitude of standard parallel}} \\
\hline
{\em longitude\+Of\+Origin} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_longitude_of_origin}{Longitude of origin}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a14c6212b60cb346c22fc62b39664b34a}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a14c6212b60cb346c22fc62b39664b34a}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createPoleRotationGRIBConvention@{createPoleRotationGRIBConvention}}
\index{createPoleRotationGRIBConvention@{createPoleRotationGRIBConvention}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createPoleRotationGRIBConvention()}{createPoleRotationGRIBConvention()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Pole\+Rotation\+GRIBConvention (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{south\+Pole\+Lat\+In\+Unrotated\+CRS,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{south\+Pole\+Long\+In\+Unrotated\+CRS,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{axis\+Rotation }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the Pole Rotation method, using the conventions of the GRIB 1 and GRIB 2 data formats. 

Those are mentioned in the Note 2 of \href{https://www.nco.ncep.noaa.gov/pmb/docs/grib2/grib2_doc/grib2_temp3-1.shtml}{\texttt{ https\+://www.\+nco.\+ncep.\+noaa.\+gov/pmb/docs/grib2/grib2\+\_\+doc/grib2\+\_\+temp3-\/1.\+shtml}}

Several conventions for the pole rotation method exists. The parameters provided in this method are remapped to the PROJ ob\+\_\+tran operation with\+: 
\begin{DoxyPre}
+proj=ob\_tran +o\_proj=longlat +o\_lon\_p=-\/rotationAngle
                              +o\_lat\_p=-\/southPoleLatInUnrotatedCRS
                              +lon\_0=southPoleLongInUnrotatedCRS
\end{DoxyPre}


Another implementation of that convention is also in the netcdf-\/java library\+: \href{https://github.com/Unidata/netcdf-java/blob/3ce72c0cd167609ed8c69152bb4a004d1daa9273/cdm/core/src/main/java/ucar/unidata/geoloc/projection/RotatedLatLon.java}{\texttt{ https\+://github.\+com/\+Unidata/netcdf-\/java/blob/3ce72c0cd167609ed8c69152bb4a004d1daa9273/cdm/core/src/main/java/ucar/unidata/geoloc/projection/\+Rotated\+Lat\+Lon.\+java}}

The PROJ implementation of this method assumes a spherical ellipsoid.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em south\+Pole\+Lat\+In\+Unrotated\+CRS} & Latitude of the point from the unrotated CRS, expressed in the unrotated CRS, that will become the south pole of the rotated CRS. \\
\hline
{\em south\+Pole\+Long\+In\+Unrotated\+CRS} & Longitude of the point from the unrotated CRS, expressed in the unrotated CRS, that will become the south pole of the rotated CRS. \\
\hline
{\em axis\+Rotation} & The angle of rotation about the new polar axis (measured clockwise when looking from the southern to the northern pole) of the coordinate system, assuming the new axis to have been obtained by first rotating the sphere through south\+Pole\+Long\+In\+Unrotated\+CRS degrees about the geographic polar axis and then rotating through (90 + south\+Pole\+Lat\+In\+Unrotated\+CRS) degrees so that the southern pole moved along the (previously rotated) Greenwich meridian. \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}.
\end{DoxyReturn}
\begin{DoxySince}{Since}
7.\+0 
\end{DoxySince}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_aa9e369979e0645ac84fb6661a5086c45}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_aa9e369979e0645ac84fb6661a5086c45}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createPoleRotationNetCDFCFConvention@{createPoleRotationNetCDFCFConvention}}
\index{createPoleRotationNetCDFCFConvention@{createPoleRotationNetCDFCFConvention}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createPoleRotationNetCDFCFConvention()}{createPoleRotationNetCDFCFConvention()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Pole\+Rotation\+Net\+CDFCFConvention (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{grid\+North\+Pole\+Latitude,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{grid\+North\+Pole\+Longitude,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{north\+Pole\+Grid\+Longitude }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the Pole Rotation method, using the conventions of the net\+CDF CF convention for the net\+CDF format. 

Those are mentioned in the Note 2 of \href{https://cfconventions.org/Data/cf-conventions/cf-conventions-1.8/cf-conventions.html\#_rotated_pole}{\texttt{ https\+://cfconventions.\+org/\+Data/cf-\/conventions/cf-\/conventions-\/1.\+8/cf-\/conventions.\+html\#\+\_\+rotated\+\_\+pole}}

Several conventions for the pole rotation method exists. The parameters provided in this method are remapped to the PROJ ob\+\_\+tran operation with\+: 
\begin{DoxyPre}
+proj=ob\_tran +o\_proj=longlat +o\_lon\_p=northPoleGridLongitude
                              +o\_lat\_p=gridNorthPoleLatitude
                              +lon\_0=180+gridNorthPoleLongitude
\end{DoxyPre}


Another implementation of that convention is also in the netcdf-\/java library\+: \href{https://github.com/Unidata/netcdf-java/blob/3ce72c0cd167609ed8c69152bb4a004d1daa9273/cdm/core/src/main/java/ucar/unidata/geoloc/projection/RotatedPole.java}{\texttt{ https\+://github.\+com/\+Unidata/netcdf-\/java/blob/3ce72c0cd167609ed8c69152bb4a004d1daa9273/cdm/core/src/main/java/ucar/unidata/geoloc/projection/\+Rotated\+Pole.\+java}}

The PROJ implementation of this method assumes a spherical ellipsoid.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em grid\+North\+Pole\+Latitude} & True latitude of the north pole of the rotated grid \\
\hline
{\em grid\+North\+Pole\+Longitude} & True longitude of the north pole of the rotated grid. \\
\hline
{\em north\+Pole\+Grid\+Longitude} & Longitude of the true north pole in the rotated grid. \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}.
\end{DoxyReturn}
\begin{DoxySince}{Since}
8.\+2 
\end{DoxySince}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a7c71410eea14e1c7e41b3ac8ee6604f1}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a7c71410eea14e1c7e41b3ac8ee6604f1}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createPopularVisualisationPseudoMercator@{createPopularVisualisationPseudoMercator}}
\index{createPopularVisualisationPseudoMercator@{createPopularVisualisationPseudoMercator}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createPopularVisualisationPseudoMercator()}{createPopularVisualisationPseudoMercator()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Popular\+Visualisation\+Pseudo\+Mercator (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Popular Visualisation Pseudo Mercator\mbox{]} (\href{https://proj.org/operations/projections/webmerc.html}{\texttt{ https\+://proj.\+org/operations/projections/webmerc.\+html}}) projection method. 

Also known as Web\+Mercator. Mostly/only used for Projected CRS EPSG\+:3857 (WGS 84 / Pseudo-\/\+Mercator)

This method is defined as \mbox{[}EPSG\+:1024\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::1024}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::1024}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} . Usually 0 \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} . Usually 0 \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} . Usually 0 \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} . Usually 0 \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a4e525bcd7db9d486ecfaccff5e0c9344}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a4e525bcd7db9d486ecfaccff5e0c9344}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createQuadrilateralizedSphericalCube@{createQuadrilateralizedSphericalCube}}
\index{createQuadrilateralizedSphericalCube@{createQuadrilateralizedSphericalCube}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createQuadrilateralizedSphericalCube()}{createQuadrilateralizedSphericalCube()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Quadrilateralized\+Spherical\+Cube (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Quadrilateralized Spherical Cube\mbox{]} (\href{https://proj.org/operations/projections/qsc.html}{\texttt{ https\+://proj.\+org/operations/projections/qsc.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_ab98a66c19ff4da6b9087a950193e84c6}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_ab98a66c19ff4da6b9087a950193e84c6}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createRobinson@{createRobinson}}
\index{createRobinson@{createRobinson}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createRobinson()}{createRobinson()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Robinson (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Robinson\mbox{]} (\href{https://proj.org/operations/projections/robin.html}{\texttt{ https\+://proj.\+org/operations/projections/robin.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a65474d0576c0f9252a5a396054a991ad}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a65474d0576c0f9252a5a396054a991ad}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createSinusoidal@{createSinusoidal}}
\index{createSinusoidal@{createSinusoidal}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createSinusoidal()}{createSinusoidal()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Sinusoidal (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Sinusoidal\mbox{]} (\href{https://proj.org/operations/projections/sinu.html}{\texttt{ https\+://proj.\+org/operations/projections/sinu.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_aed6a7a252aa379ad0f0343b4f7fda197}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_aed6a7a252aa379ad0f0343b4f7fda197}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createSphericalCrossTrackHeight@{createSphericalCrossTrackHeight}}
\index{createSphericalCrossTrackHeight@{createSphericalCrossTrackHeight}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createSphericalCrossTrackHeight()}{createSphericalCrossTrackHeight()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Spherical\+Cross\+Track\+Height (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{peg\+Point\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{peg\+Point\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{peg\+Point\+Heading,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{peg\+Point\+Height }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Spherical Cross-\/\+Track Height\mbox{]} (\href{https://proj.org/operations/projections/sch.html}{\texttt{ https\+://proj.\+org/operations/projections/sch.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em peg\+Point\+Lat} & Peg point latitude. \\
\hline
{\em peg\+Point\+Long} & Peg point longitude. \\
\hline
{\em peg\+Point\+Heading} & Peg point heading. \\
\hline
{\em peg\+Point\+Height} & Peg point height. \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_ad56aab00f18159dd203d181b82d8442b}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_ad56aab00f18159dd203d181b82d8442b}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createStereographic@{createStereographic}}
\index{createStereographic@{createStereographic}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createStereographic()}{createStereographic()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Stereographic (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Stereographic\mbox{]} (\href{https://proj.org/operations/projections/stere.html}{\texttt{ https\+://proj.\+org/operations/projections/stere.\+html}}) projection method. 

There is no equivalent in EPSG. This method implements the original \char`\"{}\+Oblique  Stereographic\char`\"{} method described in \char`\"{}\+Snyder\textquotesingle{}s Map Projections -\/ A Working manual\char`\"{}, which is different from the \char`\"{}\+Oblique Stereographic (alternative\char`\"{}) method implemented in \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_a599004d6fddc111b29715629f0edeb85}{create\+Oblique\+Stereographic()}}.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em scale} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale}{Scale Factor}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a30e4d59692c1b278d3887d721a011fc3}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a30e4d59692c1b278d3887d721a011fc3}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createTransverseMercator@{createTransverseMercator}}
\index{createTransverseMercator@{createTransverseMercator}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createTransverseMercator()}{createTransverseMercator()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Transverse\+Mercator (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Transverse Mercator\mbox{]} (\href{https://proj.org/operations/projections/tmerc.html}{\texttt{ https\+://proj.\+org/operations/projections/tmerc.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9807\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9807}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9807}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em scale} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale}{Scale Factor}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a462e59cc423b97a93d29de46bedecb3e}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a462e59cc423b97a93d29de46bedecb3e}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createTransverseMercatorSouthOriented@{createTransverseMercatorSouthOriented}}
\index{createTransverseMercatorSouthOriented@{createTransverseMercatorSouthOriented}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createTransverseMercatorSouthOriented()}{createTransverseMercatorSouthOriented()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Transverse\+Mercator\+South\+Oriented (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Scale}{common\+::\+Scale}} \&}]{scale,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Transverse Mercator South Orientated\mbox{]} (\href{https://proj.org/operations/projections/tmerc.html}{\texttt{ https\+://proj.\+org/operations/projections/tmerc.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9808\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9808}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9808}})


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em scale} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_scale}{Scale Factor}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_aac79d8c22da016e2a41f55e17518244c}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_aac79d8c22da016e2a41f55e17518244c}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createTunisiaMappingGrid@{createTunisiaMappingGrid}}
\index{createTunisiaMappingGrid@{createTunisiaMappingGrid}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createTunisiaMappingGrid()}{createTunisiaMappingGrid()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Tunisia\+Mapping\+Grid (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the Tunisia Mapping Grid projection method. 

This method is defined as \mbox{[}EPSG\+:9816\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9816}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9816}})

\begin{DoxyNote}{Note}
There is currently no implementation of the method formulas in PROJ.
\end{DoxyNote}

\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Lat} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_latitude}{Latitude of natural origin/\+Center Latitude}} \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a3889ec027d0f4260f888534e8a77bc12}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a3889ec027d0f4260f888534e8a77bc12}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createTwoPointEquidistant@{createTwoPointEquidistant}}
\index{createTwoPointEquidistant@{createTwoPointEquidistant}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createTwoPointEquidistant()}{createTwoPointEquidistant()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Two\+Point\+Equidistant (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+First\+Point,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+First\+Point,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+Second\+Point,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{longitude\+Secon\+Point,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Two Point Equidistant\mbox{]} (\href{https://proj.org/operations/projections/tpeqd.html}{\texttt{ https\+://proj.\+org/operations/projections/tpeqd.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+First\+Point} & Latitude of first point. \\
\hline
{\em longitude\+First\+Point} & Longitude of first point. \\
\hline
{\em latitude\+Second\+Point} & Latitude of second point. \\
\hline
{\em longitude\+Secon\+Point} & Longitude of second point. \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_af03239db54b63b6695481add8aa147c0}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_af03239db54b63b6695481add8aa147c0}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createUTM@{createUTM}}
\index{createUTM@{createUTM}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createUTM()}{createUTM()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+UTM (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{int}]{zone,  }\item[{bool}]{north }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a \mbox{[}Universal Transverse Mercator\mbox{]} (\href{https://proj.org/operations/projections/utm.html}{\texttt{ https\+://proj.\+org/operations/projections/utm.\+html}}) conversion. 

UTM is a family of conversions, of EPSG codes from 16001 to 16060 for the northern hemisphere, and 17001 to 17060 for the southern hemisphere, based on the Transverse Mercator projection method.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em zone} & UTM zone number between 1 and 60. \\
\hline
{\em north} & true for UTM northern hemisphere, false for UTM southern hemisphere. \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a61416d311bfd8ea3dc04cc4260a64ce4}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a61416d311bfd8ea3dc04cc4260a64ce4}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createVanDerGrinten@{createVanDerGrinten}}
\index{createVanDerGrinten@{createVanDerGrinten}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createVanDerGrinten()}{createVanDerGrinten()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Van\+Der\+Grinten (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Van der Grinten\mbox{]} (\href{https://proj.org/operations/projections/vandg.html}{\texttt{ https\+://proj.\+org/operations/projections/vandg.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a7d68176b2ec4547d967e27b544a837bd}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a7d68176b2ec4547d967e27b544a837bd}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createVerticalPerspective@{createVerticalPerspective}}
\index{createVerticalPerspective@{createVerticalPerspective}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createVerticalPerspective()}{createVerticalPerspective()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Vertical\+Perspective (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{topo\+Origin\+Lat,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{topo\+Origin\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{topo\+Origin\+Height,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{view\+Point\+Height,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Vertical Perspective\mbox{]} (\href{https://proj.org/operations/projections/nsper.html}{\texttt{ https\+://proj.\+org/operations/projections/nsper.\+html}}) projection method. 

This method is defined as \mbox{[}EPSG\+:9838\mbox{]} (\href{https://www.epsg-registry.org/export.htm?gml=urn:ogc:def:method:EPSG::9838}{\texttt{ https\+://www.\+epsg-\/registry.\+org/export.\+htm?gml=urn\+:ogc\+:def\+:method\+:\+EPSG\+::9838}})

The PROJ implementation of the EPSG Vertical Perspective has the current limitations with respect to the method described in EPSG\+: 
\begin{DoxyItemize}
\item it is a 2D-\/only method, ignoring the ellipsoidal height of the point to project. 
\item it has only a spherical development. 
\item the height of the topocentric origin is ignored, and thus assumed to be 0. 
\end{DoxyItemize}

For completeness, PROJ adds the false\+Easting and false\+Northing parameter, which are not described in EPSG. They should usually be set to 0.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em topo\+Origin\+Lat} & Latitude of topocentric origin \\
\hline
{\em topo\+Origin\+Long} & Longitude of topocentric origin \\
\hline
{\em topo\+Origin\+Height} & Ellipsoidal height of topocentric origin. Ignored by PROJ (that is assumed to be 0) \\
\hline
{\em view\+Point\+Height} & Viewpoint height with respect to the topocentric/mapping plane. In the case where topo\+Origin\+Height = 0, this is the height above the ellipsoid surface at topo\+Origin\+Lat, topo\+Origin\+Long. \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} . (not in EPSG) \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} . (not in EPSG) \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}.
\end{DoxyReturn}
\begin{DoxySince}{Since}
6.\+3 
\end{DoxySince}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a4abdabcfcfa087565230e661773209b0}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a4abdabcfcfa087565230e661773209b0}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createWagnerI@{createWagnerI}}
\index{createWagnerI@{createWagnerI}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createWagnerI()}{createWagnerI()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+WagnerI (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Wagner I\mbox{]} (\href{https://proj.org/operations/projections/wag1.html}{\texttt{ https\+://proj.\+org/operations/projections/wag1.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a451ce905d4a87469c85c31a7cf5f743f}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a451ce905d4a87469c85c31a7cf5f743f}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createWagnerII@{createWagnerII}}
\index{createWagnerII@{createWagnerII}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createWagnerII()}{createWagnerII()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Wagner\+II (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Wagner II\mbox{]} (\href{https://proj.org/operations/projections/wag2.html}{\texttt{ https\+://proj.\+org/operations/projections/wag2.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_aac87c50f6e633fa44aec68972ec885a5}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_aac87c50f6e633fa44aec68972ec885a5}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createWagnerIII@{createWagnerIII}}
\index{createWagnerIII@{createWagnerIII}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createWagnerIII()}{createWagnerIII()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Wagner\+III (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{latitude\+True\+Scale,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Wagner III\mbox{]} (\href{https://proj.org/operations/projections/wag3.html}{\texttt{ https\+://proj.\+org/operations/projections/wag3.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em latitude\+True\+Scale} & Latitude of true scale. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_afd70eba09406c3b8278d5c55772d4279}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_afd70eba09406c3b8278d5c55772d4279}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createWagnerIV@{createWagnerIV}}
\index{createWagnerIV@{createWagnerIV}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createWagnerIV()}{createWagnerIV()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Wagner\+IV (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Wagner IV\mbox{]} (\href{https://proj.org/operations/projections/wag4.html}{\texttt{ https\+://proj.\+org/operations/projections/wag4.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_aa66160eef63058858d97d2f90d77de99}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_aa66160eef63058858d97d2f90d77de99}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createWagnerV@{createWagnerV}}
\index{createWagnerV@{createWagnerV}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createWagnerV()}{createWagnerV()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+WagnerV (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Wagner V\mbox{]} (\href{https://proj.org/operations/projections/wag5.html}{\texttt{ https\+://proj.\+org/operations/projections/wag5.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a11ca1d23f68babc470732f658b83aea2}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a11ca1d23f68babc470732f658b83aea2}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createWagnerVI@{createWagnerVI}}
\index{createWagnerVI@{createWagnerVI}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createWagnerVI()}{createWagnerVI()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Wagner\+VI (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Wagner VI\mbox{]} (\href{https://proj.org/operations/projections/wag6.html}{\texttt{ https\+://proj.\+org/operations/projections/wag6.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a5a17f13971f117cb06312f2f239c2248}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a5a17f13971f117cb06312f2f239c2248}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!createWagnerVII@{createWagnerVII}}
\index{createWagnerVII@{createWagnerVII}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{createWagnerVII()}{createWagnerVII()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::create\+Wagner\+VII (\begin{DoxyParamCaption}\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1PropertyMap}{util\+::\+Property\+Map}} \&}]{properties,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Angle}{common\+::\+Angle}} \&}]{center\+Long,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Easting,  }\item[{const \mbox{\hyperlink{classosgeo_1_1proj_1_1common_1_1Length}{common\+::\+Length}} \&}]{false\+Northing }\end{DoxyParamCaption})\hspace{0.3cm}{\ttfamily [static]}}



Instantiate a conversion based on the \mbox{[}Wagner VII\mbox{]} (\href{https://proj.org/operations/projections/wag7.html}{\texttt{ https\+://proj.\+org/operations/projections/wag7.\+html}}) projection method. 

There is no equivalent in EPSG.


\begin{DoxyParams}{Parameters}
{\em properties} & See \mbox{\hyperlink{general_doc_general_properties}{General properties}} of the conversion. If the name is not provided, it is automatically set. \\
\hline
{\em center\+Long} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_center_longitude}{Longitude of natural origin/\+Central Meridian}} \\
\hline
{\em false\+Easting} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_easting}{False Easting}} \\
\hline
{\em false\+Northing} & See \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion_false_northing}{False Northing}} \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a903802472505711b1a0972c55fecce22}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a903802472505711b1a0972c55fecce22}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!identify@{identify}}
\index{identify@{identify}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{identify()}{identify()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a4cec974a8b9f98f8567889e5ad653f5c}{Conversion\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::identify (\begin{DoxyParamCaption}{ }\end{DoxyParamCaption}) const}



Return a \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}} object where some parameters are better identified. 

\begin{DoxyReturn}{Returns}
a new \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1Conversion}{Conversion}}. 
\end{DoxyReturn}
\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a76f1ab3f278fb0fa337051b84e029f3d}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a76f1ab3f278fb0fa337051b84e029f3d}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!inverse@{inverse}}
\index{inverse@{inverse}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{inverse()}{inverse()}}
{\footnotesize\ttfamily \mbox{\hyperlink{namespaceosgeo_1_1proj_1_1operation_a1b1238e3c3bfa1271bfecce940e77f13}{Coordinate\+Operation\+NNPtr}} osgeo\+::proj\+::operation\+::\+Conversion\+::inverse (\begin{DoxyParamCaption}{ }\end{DoxyParamCaption}) const\hspace{0.3cm}{\ttfamily [override]}, {\ttfamily [virtual]}}



Return the inverse of the coordinate operation. 


\begin{DoxyExceptions}{Exceptions}
{\em \mbox{\hyperlink{classosgeo_1_1proj_1_1util_1_1UnsupportedOperationException}{util\+::\+Unsupported\+Operation\+Exception}}} & \\
\hline
\end{DoxyExceptions}


Implements \mbox{\hyperlink{classosgeo_1_1proj_1_1operation_1_1CoordinateOperation_a7a9464f870db21ca776fbac8a430b08f}{osgeo\+::proj\+::operation\+::\+Coordinate\+Operation}}.

\mbox{\Hypertarget{classosgeo_1_1proj_1_1operation_1_1Conversion_a4e6567832075494b83c5dc0d37504953}\label{classosgeo_1_1proj_1_1operation_1_1Conversion_a4e6567832075494b83c5dc0d37504953}} 
\index{osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}!isUTM@{isUTM}}
\index{isUTM@{isUTM}!osgeo::proj::operation::Conversion@{osgeo::proj::operation::Conversion}}
\doxysubsubsection{\texorpdfstring{isUTM()}{isUTM()}}
{\footnotesize\ttfamily bool osgeo\+::proj\+::operation\+::\+Conversion\+::is\+UTM (\begin{DoxyParamCaption}\item[{int \&}]{zone,  }\item[{bool \&}]{north }\end{DoxyParamCaption}) const}



Return whether a conversion is a \mbox{[}Universal Transverse Mercator\mbox{]} (\href{https://proj.org/operations/projections/utm.html}{\texttt{ https\+://proj.\+org/operations/projections/utm.\+html}}) conversion. 


\begin{DoxyParams}[1]{Parameters}
\mbox{\texttt{ out}}  & {\em zone} & UTM zone number between 1 and 60. \\
\hline
\mbox{\texttt{ out}}  & {\em north} & true for UTM northern hemisphere, false for UTM southern hemisphere. \\
\hline
\end{DoxyParams}
\begin{DoxyReturn}{Returns}
true if it is a UTM conversion. 
\end{DoxyReturn}


The documentation for this class was generated from the following files\+:\begin{DoxyCompactItemize}
\item 
include/proj/coordinateoperation.\+hpp\item 
src/iso19111/operation/conversion.\+cpp\end{DoxyCompactItemize}
