- #1
eurekameh
- 210
- 0
Kepler's equation: M = E - esinE, where E is to be approximated.
I'm trying to find f(e,M), a function expressed in e and M. I've tried using the trig identity sin(u + v) = sinu*cosv + cosu*sinv, but that just introduces a cosine, which I believe to be useless. Anyone with ideas?
I'm trying to find f(e,M), a function expressed in e and M. I've tried using the trig identity sin(u + v) = sinu*cosv + cosu*sinv, but that just introduces a cosine, which I believe to be useless. Anyone with ideas?