A second order Jupiter-Saturn planetary theory

Details A second order Jupiter-Saturn planetary theory A second order Jupiter-Saturn planetary theory

Apr 1983

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1983m%26p....28..113k&link_type=abstract

Moon and the Planets (ISSN 0165-0807), vol. 28, April 1983, p. 113-123.

Computer Science

3

Canonical Forms, Elliptical Orbits, Jupiter (Planet), Orbit Calculation, Orbital Elements, Saturn (Planet), Solar Orbits, Equations Of Motion, Hamiltonian Functions, Perturbation Theory, Poincare Problem, Series Expansion

Scientific paper

The authors complete by this part II the establishment of a second order
secular Jupiter-Saturn theory. This is achieved by taking into
consideration the influence of the indirect part of the planetary
disturbing function, and expressing the second order secular Hamiltonian
in terms of Poincaré's canonical variables.

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