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DOC/projections: Make projection name consistent (#8567)
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yvonnefroehlich authored Sep 21, 2024
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60 changes: 30 additions & 30 deletions doc/rst/source/proj-codes.rst_
Original file line number Diff line number Diff line change
Expand Up @@ -17,99 +17,99 @@
* -
- **-J** (*scale*\|\ *WIDTH*)
-
* - :ref:`Lambert azimuthal equal area <-Ja>`
* - :ref:`Lambert azimuthal equal-area projection <-Ja>`
- **-Ja**\|\ **A**
- |lon0|/|lat0|\ [/\ *horizon*]/\ *scale*\|\ *width*
* - :ref:`Albers conic equal area <-Jb>`
* - :ref:`Albers conic equal-area projection <-Jb>`
- **-Jb**\|\ **B**
- |lon0|/|lat0|/|lat1|/|lat2|/\ *scale*\|\ *width*
* - :ref:`Cassini cylindrical <-Jc>`
* - :ref:`Cassini projection <-Jc>`
- **-Jc**\|\ **C**
- |lon0|/|lat0|/\ *scale*\|\ *width*
* - :ref:`Cylindrical stereographic <-Jcyl_stere>`
* - :ref:`Cylindrical stereographic projection <-Jcyl_stere>`
- **-Jcyl_stere**\|\ **Cyc_stere**
- [|lon0|\ [/|lat0|]/]\ *scale*\|\ *width*
* - :ref:`Equidistant conic <-Jd>`
* - :ref:`Equidistant conic projection <-Jd>`
- **-Jd**\|\ **D**
- |lon0|/|lat0|/|lat1|/|lat2|/\ *scale*\|\ *width*
* - :ref:`Azimuthal equidistant <-Je>`
* - :ref:`Azimuthal equidistant projection <-Je>`
- **-Je**\|\ **E**
- |lon0|/|lat0|\ [/\ *horizon*]/\ *scale*\|\ *width*
* - :ref:`Azimuthal gnomonic <-Jf>`
* - :ref:`Azimuthal gnomonic projection <-Jf>`
- **-Jf**\|\ **F**
- |lon0|/|lat0|\ [/\ *horizon*]/\ *scale*\|\ *width*
* - :ref:`Azimuthal orthographic <-Jg>`
* - :ref:`Azimuthal orthographic projection <-Jg>`
- **-Jg**\|\ **G**
- |lon0|/|lat0|\ [/\ *horizon*]/\ *scale*\|\ *width*
* - :ref:`General perspective <-Jg_pers>`
* - :ref:`General perspective projection <-Jg_pers>`
- **-Jg**\|\ **G**
- |lon0|/|lat0|\ */*\ *scale*\|\ *width*\ [**+a**\ *azimuth*][**+t**\ *tilt*][**+v**\ *vwidth/vheight*][**+w**\ *twist*][**+z**\ *altitude*\ [**r**\|\ **R**]\|\ **g**]
* - :ref:`Hammer equal area <-Jh>`
* - :ref:`Hammer equal-area projection <-Jh>`
- **-Jh**\|\ **H**
- [|lon0|/]\ *scale*\|\ *width*
* - :ref:`Sinusoidal equal area <-Ji>`
* - :ref:`Sinusoidal equal-area projection <-Ji>`
- **-Ji**\|\ **I**
- [|lon0|/]\ *scale*\|\ *width*
* - :ref:`Miller cylindrical <-Jj>`
* - :ref:`Miller projection <-Jj>`
- **-Jj**\|\ **J**
- [|lon0|/]\ *scale*\|\ *width*
* - :ref:`Eckert IV equal area <-Jk>`
* - :ref:`Eckert IV equal-area projection <-Jk>`
- **-Jkf**\|\ **Kf**
- [|lon0|/]\ *scale*\|\ *width*
* - :ref:`Eckert VI equal area <-Jk>`
* - :ref:`Eckert VI equal-area projection <-Jk>`
- **-Jks**\|\ **Ks**
- [|lon0|/]\ *scale*\|\ *width*
* - :ref:`Lambert conic conformal <-Jl>`
* - :ref:`Lambert conic conformal projection <-Jl>`
- **-Jl**\|\ **L**
- |lon0|/|lat0|/|lat1|/|lat2|/\ *scale*\|\ *width*
* - :ref:`Mercator cylindrical <-Jm>`
* - :ref:`Mercator projection <-Jm>`
- **-Jm**\|\ **M**
- [|lon0|/\ [|lat0|/]]\ *scale*\|\ *width*
* - :ref:`Robinson <-Jn>`
* - :ref:`Robinson projection <-Jn>`
- **-Jn**\|\ **N**
- [|lon0|/]\ *scale*\|\ *width*
* - :ref:`Oblique Mercator, 1: origin and azim <-Jo>`
* - :ref:`Oblique Mercator projection, 1: origin and azim <-Jo>`
- **-Jo**\|\ **O**\ **a**\|\ **A**
- |lon0|/|lat0|/\ *azim*/*scale*\|\ *width*\ [**+v**]
* - :ref:`Oblique Mercator, 2: two points <-Jo>`
* - :ref:`Oblique Mercator projection, 2: two points <-Jo>`
- **-Jo**\|\ **O**\ **b**\|\ **B**
- |lon0|/|lat0|/|lon1|/|lat1|/\ *scale*\|\ *width*\ [**+v**]
* - :ref:`Oblique Mercator, 3: origin and pole <-Jo>`
* - :ref:`Oblique Mercator projection, 3: origin and pole <-Jo>`
- **-Jo**\|\ **O**\ **c**\|\ **C**
- |lon0|/|lat0|/|lonp|/|latp|/\ *scale*\|\ *width*\ [**+v**]
* - :ref:`Polar [azimuthal] <-Jp>` (:math:`\theta, r`) (or cylindrical)
* - :ref:`Polar [azimuthal] <-Jp>` (:math:`\theta, r`) (or cylindrical)
- **-Jp**\|\ **P**
- *scale*\|\ *width*\ [**+a**]\ [**+f**\ [**e**\|\ **p**\|\ *radius*]]\ [**+k**\ *kind*]\
[**+r**\ *offset*][**+t**\ *origin*][**+z**\ [**p**\|\ *radius*]]
* - :ref:`(American) polyconic <-Jpoly>`
* - :ref:`(American) polyconic projection <-Jpoly>`
- **-Jpoly**\|\ **Poly**
- [|lon0|/\ [|lat0|/]]\ *scale*\|\ *width*
* - :ref:`Equidistant cylindrical <-Jq>`
* - :ref:`Cylindrical equidistant projection <-Jq>`
- **-Jq**\|\ **Q**
- [|lon0|/\ [|lat0|/]]\ *scale*\|\ *width*
* - :ref:`Winkel Tripel <-Jr>`
* - :ref:`Winkel Tripel projection <-Jr>`
- **-Jr**\|\ **R**
- [|lon0|/]\ *scale*\|\ *width*
* - :ref:`General stereographic <-Js>`
* - :ref:`Stereographic projection <-Js>`
- **-Js**\|\ **S**
- |lon0|/|lat0|\ [/\ *horizon*]/\ *scale*\|\ *width*
* - :ref:`Transverse Mercator <-Jt>`
* - :ref:`Transverse Mercator projection <-Jt>`
- **-Jt**\|\ **T**
- |lon0|/\ [|lat0|/]\ *scale*\|\ *width*
* - :ref:`Universal Transverse Mercator (UTM) <-Ju>`
* - :ref:`Universal Transverse Mercator (UTM) projection <-Ju>`
- **-Ju**\|\ **U**
- *zone*/*scale*\|\ *width*
* - :ref:`Van der Grinten <-Jv>`
* - :ref:`Van der Grinten projection <-Jv>`
- **-Jv**\|\ **V**
- [|lon0|/]\ *scale*\|\ *width*
* - :ref:`Mollweide <-Jw>`
* - :ref:`Mollweide projection <-Jw>`
- **-Jw**\|\ **W**
- [|lon0|/]\ *scale*\|\ *width*
* - :ref:`Linear <-Jx_linear>`, :ref:`logarithmic <-Jx_log>`,
:ref:`power <-Jx_power>`, and :ref:`time <-Jx_time>`
- **-Jx**\|\ **X**
- *xscale*\|\ *width*\ [**l**\|\ **p**\ *power*\|\ **T**\|\ **t**]\
[/\ *yscale*\|\ *height*\ [**l**\|\ **p**\ *power*\|\ **T**\|\ **t**]][**d**]
* - :ref:`Cylindrical equal area <-Jy>`
* - :ref:`Cylindrical equal-area projection <-Jy>`
- **-Jy**\|\ **Y**
- |lon0|/|lat0|/\ *scale*\|\ *width*
10 changes: 5 additions & 5 deletions doc/rst/source/reference/coordinate-transformations.rst
Original file line number Diff line number Diff line change
Expand Up @@ -20,7 +20,7 @@ Finally, note that while we will specify dimensions in inches (by appending **i*
points (**p**) as :ref:`unit <reference/features:Dimension units>` instead.

Cartesian coordinate transformations
--------------------------------------------------------------------------------
------------------------------------

GMT Cartesian coordinate transformations come in three flavors:

Expand Down Expand Up @@ -50,7 +50,7 @@ operates on or creates table data:
.. _-Jx_linear:

Linear coordinate transformation
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~

There are in fact three different uses of the Cartesian linear transformation, each associated with specific command
line options. The different manifestations result from specific properties of three kinds of data:
Expand Down Expand Up @@ -190,7 +190,7 @@ A simple plot of a school week calendar can be made as follows:
.. _-Jx_log:

Logarithmic coordinate transformation
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~

**Syntax**

Expand Down Expand Up @@ -229,7 +229,7 @@ A plot in which the *x*-axis is logarithmic (the *y*-axis remains linear, i.e.,
.. _-Jx_power:

Power (exponential) coordinate transformation
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~

**Syntax**

Expand Down Expand Up @@ -267,7 +267,7 @@ Since :math:`q = 1` we do not need to specify **p**\ 1 since it is identical to
.. _-Jp:

Polar coordinate transformations
--------------------------------------------------------------------------------
--------------------------------

**Syntax**

Expand Down
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