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| * /SpatialReferenceSystems | * Spatial Reference Systems - coordinate system to identify particular points on the earth (e.g. WGS84) * geoid - the word used to describe the shape of the earth. * reference ellipsoid - a smooth model used by scientists to approximate the shape of the earth. * oblate spheroid - most commonly used reference ellipsoid * Most reference ellipsoids aren't meant to model the entire earth, but some such as the World Geodetic System 1984 do. * SQL Server 2012 recognizes spatial reference systems based on a number of different reference ellipsoids. || Ellipsoid Name || Semi-Major Axis (m) || Semi-Minor Axis (m) || Inverse Flattening || Area of Use || || Airy (1830) || 6,377,563.396 || 6,356,256.909 || 299.3249646 || Great Britain || || Bessel (1841) || 6,377,397.155 || 6,356,078.963 || 299.1528128 || Czechoslovakia, Japan, South Korea || || Clarke (1880) || 6,378,249.145 || 6,356,514.87 || 293.465 || Africa || || NAD 27 || 6,378,206.4 || 6,356,583.8 || 294.9786982 || North America|| || NAD 83 || 6,378,137 || 6,356,752.3 || 298.2570249 || North America|| || WGS 84 || 6,378,137 || 6,356,752.314 || 298.2572236 || Global|| |
Geographic Information Systems Notes
In 2014, CPTR 521 used Pro Spatial with SQL Server 2012 to study spatial data in SQL Server 2012. This page documents that experience.
Spatial Reference Systems
- Spatial Reference Systems - coordinate system to identify particular points on the earth (e.g. WGS84)
- geoid - the word used to describe the shape of the earth.
- reference ellipsoid - a smooth model used by scientists to approximate the shape of the earth.
- oblate spheroid - most commonly used reference ellipsoid
- Most reference ellipsoids aren't meant to model the entire earth, but some such as the World Geodetic System 1984 do.
- SQL Server 2012 recognizes spatial reference systems based on a number of different reference ellipsoids.
Ellipsoid Name |
Semi-Major Axis (m) |
Semi-Minor Axis (m) |
Inverse Flattening |
Area of Use |
Airy (1830) |
6,377,563.396 |
6,356,256.909 |
299.3249646 |
Great Britain |
Bessel (1841) |
6,377,397.155 |
6,356,078.963 |
299.1528128 |
Czechoslovakia, Japan, South Korea |
Clarke (1880) |
6,378,249.145 |
6,356,514.87 |
293.465 |
Africa |
NAD 27 |
6,378,206.4 |
6,356,583.8 |
294.9786982 |
North America |
NAD 83 |
6,378,137 |
6,356,752.3 |
298.2570249 |
North America |
WGS 84 |
6,378,137 |
6,356,752.314 |
298.2572236 |
Global |