bifurcation control in chaotic systems
Bifurcation control in chaotic systems refers to the manipulation of system parameters or external inputs to steer the system away from chaotic behavior and towards desired stable states or periodic orbits. By selectively influencing the bifurcation points—the critical values of the control parameter at which the system undergoes qualitative changes in its dynamics—bifurcation control aims to stabilize chaotic systems and make them more predictable and controllable.
Requires login.
Related Concepts (1)
Similar Concepts
- bifurcation analysis of switched control systems
- bifurcation theory in dynamical systems
- bifurcations in control systems with parametric uncertainties
- bifurcations in robust control
- control of bifurcations in delay systems
- control of bifurcations in nonlinear systems
- control of chaotic systems
- delayed feedback control of chaotic systems
- hopf bifurcations in control systems
- instantaneous bifurcations in control systems
- multiple bifurcations in control systems
- nonlinear chaos control
- optimal control of chaotic systems
- stability analysis of control systems with bifurcations
- synchronization of chaotic systems