How do you calculate the semi-minor axis of an ellipsoid?
Solution 1:
Possibly something like this. Correct me if I'm wrong.
$j$ = semi-major
$n$ = semi-minor
$e$ = eccentricity
$n = \sqrt{(j\sqrt{1 - e^{2}}) \times (j(1 - e^{2}))}$
Possibly something like this. Correct me if I'm wrong.
$j$ = semi-major
$n$ = semi-minor
$e$ = eccentricity
$n = \sqrt{(j\sqrt{1 - e^{2}}) \times (j(1 - e^{2}))}$