Bifurcation control deals with the modification of the bifurcation characteristics of a parameterized nonlinear system by a judiciously designed control ...
Bifurcation control deals with the modification of the bifurcation characteristics of a parameterized nonlinear system by a judiciously designed control ...
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What is the dynamic bifurcation theory?
What is the bifurcation control theory?
Bifurcation control deals with the modification of the bifurcation characteristics of a parameterized nonlinear system by a judiciously designed control ...
We review some properties of dynamical systems with slowly varying parameters, when a parameter is moved through a bifurcation point of the static system.
In this Letter, a novel dynamic state-feedback control law is derived for controlling the Hopf bifurcations in an n-dimensional nonlinear system.
Missing: bifurcations. | Show results with:bifurcations.
Abstract. In this paper, several static and dynamic bifurcation conditions for nonlinear dynamical systems are obtained from a feedback systems approach.
Missing: control | Show results with:control
Oct 22, 2024 · Bifurcations with a single zero eigenvalue may create hysteresis cycles, whose area scales in a nontrivial way with the adiabatic parameter.
The present paper summarizes recent results and presents some new ones using an equivalent feedback configuration of the ordinary differential equation system ...
Such a dynamic bifurcation is often accompanied by a potentially dangerous jump transition. We construct smooth scalar feedback controls which avoid these jumps ...
Hopf bifurcation created by delayed feedback control is the main concern of this article, but some other types of bifurcations are also observed to exist in ...