The ideal resonance problem at first order

Details The ideal resonance problem at first order The ideal resonance problem at first order

Aug 1982

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=1982asdy.conf..521d&link_type=abstract

In: Astrodynamics 1981; Proceedings of the Conference, North Lake Tahoe, NV, August 3-5, 1981. Part 1. (A82-35262 17-13) San Die

Astronomy and Astrophysics

Astronomy

Perturbation Theory, Resonance, Elliptic Functions, Hamiltonian Functions, Pendulums, Synchronism

Scientific paper

Perturbations of the first order are removed jointly by a canonical
transformation representing the hunting effect, and by a change of the
time to synchronize the perturbed pendulum. Both operations are
expressed in elementary functions. The reduced system is a simple
pendulum integrable by elliptic functions.

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