A Qualitative Study of Stabilizing and Destabilizing Factors in Planetary and Asteroidal Orbits

Author:

Hadjidemetriou John D.

Publisher

Springer Netherlands

Reference26 articles.

1. Arnold, V. I. (1978), “Mathematical Methods in Classical Mechanics” Springer-Verlag.

2. Arnold, V. I. and Avez, A (1968), “Ergodic Problems in Classical Mechanics”, Benjamin.

3. Berry, M. V. (1978), in S. Jorna (ed.) “Topics in Non-linear Mechanics, A Tribute to Sir Edward Bullard”, American Institute of Physics, New York, p. 16.

4. Contopoulos, G (1971), Astron. J., 76, p. 147.

5. Delibaltas, P. (1976), Astrophys. Space Science, 45,p. 207.

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1. Chaos in the Three Body Problem;Predictability, Stability, and Chaos in N-Body Dynamical Systems;1991

2. Some instabilities in the 3/1 and 2/1 resonances;Celestial Mechanics;1987-03

3. A hyperbolic twist mapping model for the study of asteroid orbits near the 3?1 resonance;ZAMP Zeitschrift f#x00FC;r angewandte Mathematik und Physik;1986-09

4. On the Stability of Resonant Asteroid Orbits;International Astronomical Union Colloquium;1983

5. On the Stability of Resonant Asteroid Orbits;Astrophysics and Space Science Library;1983

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