I wouldn't think that the SGP4 algorithm itself is tied to a particular geodetic
model (though some of the constants used may be affected), but it seems that a
particular TLE (i.e., SGP4 state vector) must implicitly reference a particular
geodetic model. (My SGP4 Java implementation- which traces its roots back to the
apparently original Fortran code- references WGS '72.)
It may be that the difference between WGS '72 and WGS '84 ain't worth spittin'
at (unless you're trying to part somebody's hair with a cruise missile), but
enquiring minds want to know.
Equatorial Radius | Flattening
+ ----------------- + --------------|
WGS '72 | 6378.135 | 1 : 298.26 |
WGS '84 | 6378.137 | 1 : 298.25722 |
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