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Stabilization of periodic orbits in a wedge billiard

Rodolphe Sepulchre, Manuel Gerard

Year
2004
Citations
19

Abstract

This paper introduces a stabilization problem for an elementary impact control system in the plane. The rich dynamical properties of the wedge billiard, combined to the relevance of the associated stabilization problem for feedback control issues in legged robotics make it a valuable benchmark for energy-based stabilization of impact control systems.

Keywords

Dynamical billiardsWedge (geometry)Benchmark (surveying)Control theory (sociology)Dynamical systems theoryComputer scienceRoboticsPeriodic orbitsPlane (geometry)Artificial intelligence

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