Physics
Scientific paper
Sep 1981
adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1981cemec..25...81m&link_type=abstract
Celestial Mechanics, vol. 25, Sept. 1981, p.81-88.
Physics
19
Celestial Mechanics, Differential Equations, Orbit Calculation, Potential Theory, Ellipses, Kepler Laws, Polar Coordinates
Scientific paper
It is shown that the potential obtained from Joukovsky's formula, corresponding to a given family of orbits, is a general solution of Szebehely's equation. Then it is shown how a general solution of Szebehely's equation can be obtained from its particular solution. This method is applied to several examples. Potentials generating families of concentric elliptic orbits and families of orbits of conic sections are determined. Finally, the inverse Keplerian problem is solved using Szebehely's equation in polar coordinates.
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