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Anti-control of Hopf bifurcation in the new chaotic system with two stable node-foci

机译:具有两个稳定节点焦点的新混沌系统中Hopf分叉的反控制

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摘要

In order to further understand a complex 3D dynamical system showing strange chaotic attractors with two stable node-foci near Hopf bifurcation point, we propose nonlinear control scheme to the system and the controlled system, depending on five parameters, can exhibit codimension one, two, and three Hopf bifurcations in a much larger parameter regain. The control strategy used keeps the equilibrium structure of the chaotic system and can be applied to degenerate Hopf bifurcation at the desired location with preferred stability.
机译:为了进一步了解一个复杂的3D动力学系统,该系统显示出在Hopf分叉点附近具有两个稳定节点焦点的奇怪混沌吸引子,我们针对该系统和受控系统提出了非线性控制方案,该方案取决于五个参数,可以显示一维,二维,并以更大的参数重新获得三个Hopf分叉。所使用的控制策略可保持混沌系统的平衡结构,并可用于在希望的位置以最佳稳定性使Hopf分叉退化。

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