Nonlinear behavior of a novel chaotic jerk system: antimonotonicity, crises, and multiple coexisting attractors

Volume: 6, Issue: 2, Pages: 468 - 485
Published: Mar 28, 2017
Abstract
In this contribution, a novel Jerk system with a smooth piecewise quadratic nonlinearity is introduced. The new nonlinearity provides a similar smoothness as the cubic polynomial function, but a faster response and a simpler circuitry. The basic dynamical properties of the model are discussed in terms of its parameters by using standard nonlinear analysis tools including phase space trajectory plots, frequency spectra, bifurcation diagrams and...
Paper Details
Title
Nonlinear behavior of a novel chaotic jerk system: antimonotonicity, crises, and multiple coexisting attractors
Published Date
Mar 28, 2017
Volume
6
Issue
2
Pages
468 - 485
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