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Chaos for the Motion of Three Point Vortices in a Nonlinear Wave Equation
Thesis

Chaos for the Motion of Three Point Vortices in a Nonlinear Wave Equation

Shu-Ming Chang
Masters, 國立清華大學, 數學系
1998

Abstract

三渦流 波形頻譜 三體電荷 three point vortices spectrums of the waveforms charge three-body
From [4] and [5], we obtain a system of ordinary differential equations for the dynamics of point vortices in a cubic nonlinear wave equation. By numerical simulations, we figure out quasiperiodic orbits and chaotic motions of three point vortices.

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