Infinitely many coexisting conservative flows in a 4D conservative system inspired by LC circuit
Abstract
Conservative chaotic flows, a category of incompressible chaos, are usually generated from dynamical systems without dissipation. The existing results on conservative chaos are almost reported in mathematical models of coupled ordinary differential equations, but rarely raised in circuit models. This paper proposes a four-dimensional conservative chaotic system inspired by inductor–capacitor (LC) circuit. It is implemented by replacing two RC...
Paper Details
Title
Infinitely many coexisting conservative flows in a 4D conservative system inspired by LC circuit
Published Date
Jan 18, 2020
Journal
Volume
99
Issue
4
Pages
3197 - 3216
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