http://www.loc.gov/mods/v3 http://www.loc.gov/standards/mods/v3/mods-3-2.xsd
Robust engineering designs of partial differential systems and their applications
"This book focuses on partial differential systems (PDS) from an engineering perspective covering robust stabilization control, filter, and reference tracking design in signal processing, control, and biological systems"--
5.2 Mathematical Model and Synchronization Error Dynamic -- 5.3 Synchronization and Robust H[sub(∞)] Synchronization of Coupled PDSs with Constant Coefficients -- 5.4 Asymptotical Synchronization and H[sub(∞)] Synchronization of N-Coupled PDSs with Space-Dependent Coefficients -- 5.5 H[sub(∞)] Synchronization Criteria Based on LMI -- 5.6 Numerical Examples -- 5.7 Conclusion -- PART III: Robust Control System Design -- Chapter 6 Robust Stabilization Control Design of Large Structural Systems under Mode Truncation, Parameter Perturbations and Actuator Saturations -- 6.1 Introduction -- 6.2 Mathematical Notations and Preliminaries -- 6.3 System Description of LSS -- 6.4 Stabilization of LSS with Parameter Variations -- 6.4.1 Extension to Structural Models with Coupled Modes -- 6.5 Stabilization of LSS with Constrained Controls -- 6.6 Controller Synthesis -- 6.7 Simulation Examples -- 6.8 Conclusions -- 6.9 Appendix -- 6.9.A Proof of Theorem 6.4.1 -- 6.9.B Proof of Theorem 6.5.1 -- Chapter 7 Robust Observer-Based Output Feedback Control Design of Large Flexible Structures: Mode State-Space Approach and Frequency Domain Robustness Measurement Method -- 7.1 Introduction -- 7.2 The Mathematical Model -- 7.3 Problem Formulation -- 7.4 Robust Stabilization with Respect to Control/Observation Spillover -- 7.5 Robust Stabilization with Respect to the Total Spillover -- 7.6 Example: Modal Control of a Simply Supported Beam -- 7.7 Conclusion -- 7.8 Appendix -- 7.8.A Proof of Theorem 7.4.1 -- 7.8.B Proof of Theorem 7.4.2 -- 7.8.C Proof of Theorem 7.4.3 -- Chapter 8 Robust Stabilization Design for Stochastic Linear Partial Differential Systems under Spatiotemporal Disturbances and Sensor Measurement Noises -- 8.1 Introduction -- 8.2 A General H[sub(∞)] Stabilization Setting for Linear Stochastic Partial Differential Systems.
8.3 Implementable H[sub(∞)] Stabilization for Stochastic Partial Differential Systems -- 8.4 Simulation Example -- 8.5 Conclusion -- Chapter 9 Fuzzy State-Space Modeling and Robust Observer-Based Control Design for Nonlinear Partial Differential Systems -- 9.1 Introduction -- 9.2 Problem Formulation -- 9.3 System Representation by Fuzzy State Space Model -- 9.3.1 Approximation of Nonlinear Partial Differential Systems by Fuzzy Partial Differential Systems -- 9.3.2 Infinite-Dimensional T-S Fuzzy State-Space Model of NPDS -- 9.4 Robust Fuzzy Observer-Based Control Design of Nonlinear Partial Differential Systems -- 9.4.1 Robust Stabilization of Nonlinear Partial Differential Systems -- 9.4.2 Fuzzy H[sub(∞)] Observer-Based Control Design for Nonlinear Partial Differential Systems -- 9.5 Simulation Example -- 9.6 Conclusion -- Chapter 10 Robust Tracking Control Design of Nonlinear Distributed Parameter Time-Delayed Systems -- 10.1 Introduction -- 10.2 Reference Tracking Control Problem Formulation for Nonlinear Distributed Parameter Time-Delayed Systems -- 10.3 System Representation by Fuzzy Spatial State Space Model -- 10.4 Robust Fuzzy Observer-Based Tracking Control Design -- 10.4.1 Robust H[sub(∞)] Fuzzy Observer-Based Tracking Control Design -- 10.4.2 Solving Robust H[sub(∞)] Tracking Control Problem via Linear Matrix Inequality -- 10.5 An Application to Tracking Control of Hodgkin-Huxley Nervous Systems -- 10.6 Conclusion -- Chapter 11 Robust Stabilization Control Design of Nonlinear Stochastic Partial Differential Systems -- 11.1 Introduction -- 11.2 System Description and Problem Formulation -- 11.2.1 Stochastic Stability of NSPDSs -- 11.2.2 Stochastic H[sub(∞)] Stabilization Control for NSPDSs -- 11.3 System Representation by Fuzzy Spatial State Space Model -- 11.4 Robust Stabilization Design for Nonlinear Stochastic Partial Differential Systems.
11.4.1 Robust Fuzzy Estimator-Based Stabilization Control Design -- 11.4.2 LMI Approach for Solving the Robust Stochastic H[sub(∞)] Stabilization Control Problem -- 11.5 Simulation Example -- 11.6 Conclusion -- Chapter 12 Robust Fuzzy H[sub(∞)] Estimator-Based Stabilization Design for Nonlinear Parabolic Partial Differential Systems with Different Boundary Conditions -- 12.1 Introduction -- 12.2 Preliminaries and Problem Formulation -- 12.3 Robust Fuzzy Estimator-Based Controller Design -- 12.4 Robust Fuzzy H[sub(∞)] Estimator-Based Stabilization Design via Bilinear Matrix Inequalities -- 12.5 LMI Approach for Solutions to Robust Fuzzy H[sub(∞)] Estimator-Based Stabilization Design -- 12.6 Simulation Example -- 12.7 Conclusion -- Chapter 13 Low Design-Cost Fuzzy Controllers for Robust Stabilization of Nonlinear Partial Differential Systems -- 13.1 Introduction -- 13.2 System Description and Problem Formulation -- 13.3 Robust Fuzzy H[sub(∞)] Stabilization Design via Robust Fuzzy Full-Controller -- 13.4 Low Design-Cost Robust Fuzzy Area-Controller for Robust Fuzzy H[sub(∞)] Stabilization Design -- 13.5 Low Design-Cost Robust Fuzzy Point-Controller for Robust Fuzzy H[sub(∞)] Stabilization Design -- 13.6 Simulation Example -- 13.7 Conclusion -- References -- Index.
Includes bibliographical references and index.