Dynamics of a Completely Integrable N-Coupled Liénard Type Nonlinear Oscillator

Abstract

We present a system of N -coupled Liénard type nonlinear oscillators which is completely integrable and possesses explicit N time-independent and N timedependent integrals. In a special case, it becomes maximally superintegrable and admits (2N−1) time-independent integrals. The results are illustrated for the N = 2, 3 and arbitrary number cases. General… (More)

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@inproceedings{Gladwin2008DynamicsOA, title={Dynamics of a Completely Integrable N-Coupled Liénard Type Nonlinear Oscillator}, author={Roger Gladwin and M. Lakshmanan}, year={2008} }