CL_gm_intersectPlanes — Arguments of latitudes at the intersection of 2 planes
[arg_lat_1,arg_lat_2,inters] = CL_gm_intersectPlanes(inc1,raan1,inc2,raan2)
Notes : - There is another solution at arg_lat_1+pi and arg_lat_2+pi
- If orbits are circular, then the intersection of planes is also the intersection of orbits.
- If planes are coplanar, then the number of intersections is infinite and inters=0
inclination of first orbit [rad] (1xN)
right ascension of ascending node of first orbit [rad] (1xN)
inclination of second orbit [rad] (1xN)
right ascension of ascending node of second orbit [rad] (1xN)
argument of latitude of the first orbit, at the intersection [rad] (1xN)
argument of latitude of the second orbit, at the intersection [rad] (1xN)
flag indicating whether there are only 2 intersections (inters = 1) or an infinity of intersections (inters=0) (1xN)