(source  http://www.colorado.edu/geography/gcraft/notes/datum/datum_f.html)

 

 

 

Geoids

 

 

Geoid models attempt to represent the surface of the entire earth over both land and ocean as though the surface resulted from gravity alone. The WGS-84 Geoid defines geoid heights for the entire earth.

 

Ellipsoids

 

 

Airy, 6377563.396, 299.3249646, 573.604, 0.11960023

Australian National, 6378160.0, 298.25, -23.0, -0.00081204

Bessel 1841, 6377397.155, 299.1528128, 739.845, 0.10037483

Bessel 1841 (Nambia), 6377483.865, 299.1528128, 653.135, 0.10037483

Clarke 1866, 6378206.4, 294.9786982, -69.4, -0.37264639

Clarke 1880, 6378249.145, 293.465, -112.145, -0.54750714

Everest, 6377276.345, 300.8017, 860.655, 0.28361368

Fischer 1960 (Mercury), 6378166.0, 298.3, -29.0, 0.00480795

Fischer 1968, 6378150.0, 298.3, -13..0, 0.00480795

GRS 1967, 6378160.0, 298.247167427, -23.0, -0.00113048

GRS 1980, 6378137, 298.257222101, 0.0, -0.00000016

Helmert 1906, 6378200.0, 298.3, -63.0, 0.00480795

Hough, 6378270.0, 297.0, -133.0, -0.14192702

International, 6378388.0, 297.0, -251.0.0, -0.14192702

Krassovsky, 6378245.0, 298.3, -108.0, 0.00480795

Modified Airy, 6377340.189, 299.3249646, 796.811, 0.11960023

Modified Everest, 6377304.063, 300.8017, 832.937, 0.28361368

Modified Fischer 1960, 6378155.0, 298.3, -18.0, 0.00480795

South American 1969, 6378160.0, 298.25, -23.0, -0.00081204

WGS 60, 6378165.0, 298.3, -28.0, 0.00480795

WGS 66, 6378145.0, 298.25, -8.0, -0.00081204

WGS-72, 6378135.0, 298.26, 2.0, 0.0003121057

WGS-84, 6378137.0, 298.257223563, 0.0, 0.0

 

 

Datums

 

 

Projections

 

(Standard parallels or meridians)

 

Effect  of projection differences

 

 

 


Vetical Near-side Perspective (under Projections—custom)

 

Projection Geographic (Platte Carree)

 

Cylindrical Projections

 

Mercator

    

 

 

Miller Cylindrical

         

 

 

Compromise  Projections

 

Robinson

     

 

 

Conic Projections

 

Albers Equal Area  Conic

       

 

Lambert Conformal Conic

     

 

 

 

Planar Projections   (azimuthal)

 

Gnomonic

     

 

 

Lambert Equal Area Azimuthal

     

 

Stereographic

 

 

 

 

UTM –

Transverse planar projection;

different standard meridians for each of 60 6-degree zones;

Origin = equator and a meridian 500,000m W of center of zone.

Great distortion with E-W distance from standard meridians; little distortion within zones

So great for large scale maps.

Usually based on NAD83. (very similar to WGS84)

 

Transverse Mercator (UTM) Zone 18