Classification: Cylindrical
Available forms: Forward and Inverse, spherical and ellipsoidal
Defined area: Global
Alias: cea
cea
Domain: 2D
Input type: Geodetic coordinates
Output type: Projected coordinates
+proj=cea Copy
+proj=cea
The Equal Area Cylindrical projection is sometimes known under other names when instantiated with particular values of the lat_ts parameter:
lat_ts
lat_ts = 0
lat_ts = 30
lat_ts = 45
lon_0
ellps
R
k_0
x_0
y_0
Note: lat_ts and k_0 are mutually exclusive. If lat_ts is specified, it is equivalent to setting k_0 to:
$$k_0 = \cos(lat_{ts}) / \sqrt{1 - e^2 \sin^2(lat_{ts})}$$
reference: "Cartographic Projection Procedures for the UNIX Environment- A User's Manual" by Gerald I. Evenden, USGS Open File Report 90-284and Release 4 Interim Reports (2003)
Preps an Equal Area Cylindrical projection
Optional
projection specific parameters
Equal Area Cylindrical forward equations--mapping lon-lat to x-y
lon-lat WGS84 point
Equal Area Cylindrical inverse equations--mapping x-y to lon-lat
Equal Area Cylindrical point
Equal Area Cylindrical Projection
Classification: Cylindrical
Available forms: Forward and Inverse, spherical and ellipsoidal
Defined area: Global
Alias:
cea
Domain: 2D
Input type: Geodetic coordinates
Output type: Projected coordinates
Projection String
Named Specializations
The Equal Area Cylindrical projection is sometimes known under other names when instantiated with particular values of the
lat_ts
parameter:lat_ts = 0
lat_ts = 30
lat_ts = 45
Optional Parameters
lat_ts
: Latitude of true scalelon_0
: Longitude of originellps
: EllipsoidR
: Radius of the spherek_0
: Scaling factorx_0
: False eastingy_0
: False northingNote:
lat_ts
andk_0
are mutually exclusive. Iflat_ts
is specified, it is equivalent to settingk_0
to:$$k_0 = \cos(lat_{ts}) / \sqrt{1 - e^2 \sin^2(lat_{ts})}$$
reference: "Cartographic Projection Procedures for the UNIX Environment- A User's Manual" by Gerald I. Evenden, USGS Open File Report 90-284and Release 4 Interim Reports (2003)