Action Integrals for Ellipsoidal Billiards

Péter Richter, Andreas Wittek, Mikhail P. Kharlamov, A. P. Kharlamov

Zeitschrift für Naturforschung A · 1995 · 17 citations · 11 references

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Abstract

Abstract Integrable billiards in ellipsoidal and related shapes are discussed. The emphasis is on the computation and graphic presentation of energy surfaces in the space of action variables. Explicit results, including figures, are given for spheres, circular cylinders, planar ellipses, prolate and oblate ellipsoids.

References

11