Discrete-Time Higher Order Sliding Mode
The Concept and the Control
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Beschreibung
This monograph investigates the existence of higher order sliding mode in discrete-time systems and propounds a new concept of discrete-time higher order sliding mode. The authors propose a definition of discrete-time higher order sliding mode and a control law is designed by means of a concept for an uncertain linear-time invariant system, as well as the behavior of the closed-loop system is analyzed. Moreover, the book includes a thorough treatment of the probabilistic and non-deterministic case, i.e. stochastic discrete-time higher order sliding mode. The target audience primarily comprises research experts in control theory but the book may also be beneficial for graduate students alike.
This monograph investigates the existence of higher order sliding mode in discrete-time systems and propounds a new concept of discrete-time higher order sliding mode. The authors propose a definition of discrete-time higher order sliding mode and a control law is designed by means of a concept for an uncertain linear-time invariant system, as well as the behavior of the closed-loop system is analyzed. Moreover, the book includes a thorough treatment of the probabilistic and non-deterministic case, i.e. stochastic discrete-time higher order sliding mode. The target audience primarily comprises research experts in control theory but the book may also be beneficial for graduate students alike.
Introduces the concept of discrete-time higher order sliding mode Analyzes both the deterministic and non-deterministic case Written by experts in the field
Autor*in
Nalin Kumar Sharma
Themen in »Discrete-Time Higher Order Sliding Mode«
Higher Order Sliding Mode Discrete-Time Systems Adaptive Discrete-Time Sliding Mode Optimal Discrete-Time Sliding Mode Stochastic Sliding Mode Systems
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“The target audience for this book includes researchers in control theory and graduate students interested in sliding mode control.” (IEEE Control Systems Magazine, Vol. 41 (2), April, 2021)
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