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Truncated Predictor Feedback for Time-Delay Systems - Bin Zhou

Truncated Predictor Feedback for Time-Delay Systems

By: Bin Zhou

Hardcover | 17 June 2014

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This book provides a systematic approach to the design of predictor based controllers for (time-varying) linear systems with either (time-varying) input or state delays. Differently from those traditional predictor based controllers, which are infinite-dimensional static feedback laws and may cause difficulties in their practical implementation, this book develops a truncated predictor feedback (TPF) which involves only finite dimensional static state feedback.

Features and topics:

  • A novel approach referred to as truncated predictor feedback for the stabilization of (time-varying) time-delay systems in both the continuous-time setting and the discrete-time setting is built systematically
  • Semi-global and global stabilization problems of linear time-delay systems subject to either magnitude saturation or energy constraints are solved in a systematic manner
  • Both stabilization of a single system and consensus of a group of systems (multi-agent systems) are treated in a unified manner by applying the truncated predictor feedback and predictor feedback
  • The properties of the solutions to a class of parametric (differential and difference) Lyapunov matrix equations are presented in detail
  • Detailed numerical examples and applications to the spacecraft rendezvous and formation flying problems are provided to demonstrate the usefulness of the presented theoretical results

This book can be a useful resource for the researchers, engineers, and graduate students in the fields of control, applied mathematics, mechanical engineering, electrical engineering, and aerospace engineering.

You Can Find This Book In

Non-FictionEngineering & TechnologyMechanical Engineering & MaterialsMaterials ScienceMechanics of SolidsDynamics & VibrationElectronics & Communications EngineeringElectronics EngineeringCircuits & ComponentsReference, Information & Interdisciplinary SubjectsResearch & InformationInformation theory
Cybernetics & Systems TheoryMathematicsApplied MathematicsAutomatic Control EngineeringMechanical EngineeringProbability & Statistics

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