Calculation of all stabilizing fractional-order PD controllers for integrating time delay systems
Computers & Mathematics with Applications
Sliding mode synchronization of an uncertain fractional order chaotic system
Computers & Mathematics with Applications
Control of a heat diffusion system through a fractional order nonlinear algorithm
Computers & Mathematics with Applications
Chaos driven evolutionary algorithms for the task of PID control
Computers & Mathematics with Applications
Controlling chaotic and hyperchaotic systems via a simple adaptive feedback controller
Computers & Mathematics with Applications
A simple universal adaptive feedback controller for chaos and hyperchaos control
Computers & Mathematics with Applications
Chaos control and hybrid projective synchronization for a class of new chaotic systems
Computers & Mathematics with Applications
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In this study, the concept of a quasi-sliding mode control (QSMC) is introduced for the robust control of a permanent magnet synchronous motor (PMSM) system subjected to unmatched uncertainties, and even with input nonlinearity. On the basis of the new concept of QSMC, continuous control is obtained, to avoid the chattering phenomenon. As expected, the system state can be stabilized and driven into a predictable neighborhood of zero. Also, this approach only uses a single controller to achieve chaos control, which reduces the cost and complexity of implementation. The results of numerical simulations demonstrate the validity of the proposed QSMC design method.