An example of stable chaos in the Solar System

Physics

Scientific paper

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Chaos, Eccentric Orbits, Solar Orbits, Solar System, Systems Stability, Asteroids, Gravitational Effects, Liapunov Functions, Orbital Resonances (Celestial Mechanics), Perturbation Theory

Scientific paper

It is shown here that the orbit of the near-Jupiter asteroid 522 Helga is chaotic, with an unusually short Liapunov time of 6900 yr. Its motion, including perturbations from the outer giant planets, is integrated over a period 1000 times longer than this, and no significant instability is found. Chaos in the orbit of 522 Helga is caused by a 7:12 resonance with the orbit of Jupiter, but the size of the chaotic region in phase space is small; stability is ensured because the eccentricity and precession of the orbit are such that it avoids close encounters with Jupiter. Asteroid orbits with larger proper eccentricity would, it is suggested, be genuinely unstable, consistent with the sparse asteroid population near Helga. Although Helga is the first clear-cut example of a stable chaotic orbit, it is argued that 'stable chaos' may be a rather common feature of Solar System dynamics.

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