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9780470226094

Adaptive Inverse Control A Signal Processing Approach

by ;
  • ISBN13:

    9780470226094

  • ISBN10:

    0470226099

  • Edition: 1st
  • Format: Hardcover
  • Copyright: 2007-11-02
  • Publisher: Wiley-IEEE Press
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Summary

A self-contained introduction to adaptive inverse control Now featuring a revised preface that emphasizes the coverage of both control systems and signal processing, this reissued edition of Adaptive Inverse Control takes a novel approach that is not available in any other book. Written by two pioneers in the field, Adaptive Inverse Control presents methods of adaptive signal processing that are borrowed from the field of digital signal processing to solve problems in dynamic systems control. This unique approach allows engineers in both fields to share tools and techniques. Clearly and intuitively written, Adaptive Inverse Control illuminates theory with an emphasis on practical applications and commonsense understanding. It covers: the adaptive inverse control concept; Weiner filters; adaptive LMS filters; adaptive modeling; inverse plant modeling; adaptive inverse control; other configurations for adaptive inverse control; plant disturbance canceling; system integration; Multiple-Input Multiple-Output (MIMO) adaptive inverse control systems; nonlinear adaptive inverse control systems; and more. Complete with a glossary, an index, and chapter summaries that consolidate the information presented, Adaptive Inverse Control is appropriate as a textbook for advanced undergraduate- and graduate-level courses on adaptive control and also serves as a valuable resource for practitioners in the fields of control systems and signal processing.

Author Biography

Bernard Widrow, PhD, has been Professor of Electrical Engineering at Stanford University for forty years. Together with M.E. Hoff, Jr., Dr. Widrow invented the LMS algorithm, which is now the world's most widely used learning algorithm. He is the recipient of numerous industry awards and holds twenty U.S. or foreign patents. Dr. Widrow has published nearly 200 papers, two of which became Citation Classics.

Eugene Walach, PhD, is Director and Senior Researcher of R&D Management at IBM Haifa (Israel) Research Labs. His research areas include industrial vision-based applications, low-level image analysis, and signal processing. He and Dr. Widrow developed their system of adaptive inverse control.

Table of Contents

Prefacep. xv
The Adaptive Inverse Control Conceptp. 1
Introductionp. 1
Inverse Controlp. 2
Sample Applications of Adaptive Inverse Controlp. 7
An Outline or Road Map for This Bookp. 22
Bibliographyp. 33
Wiener Filtersp. 40
Introductionp. 40
Digital Filters, Correlation Functions, z-Transformsp. 40
Two-Sided (Unconstrained) Wiener Filtersp. 45
Shannon-Bode Realization of Causal Wiener Filtersp. 51
Summaryp. 57
Bibliographyp. 57
Adaptive LMS Filtersp. 59
Introductionp. 59
An Adaptive Filterp. 60
The Performance Surfacep. 61
The Gradient and the Wiener Solutionp. 62
The Method of Steepest Descentp. 64
The LMS Algorithmp. 65
The Learning Curve and Its Time Constantsp. 67
Gradient and Weight-Vector Noisep. 67
Misadjustment Due to Gradient Noisep. 69
A Design Example: Choosing Number of Filter Weights for an Adaptive Predictorp. 71
The Efficiency of Adaptive Algorithmsp. 74
Adaptive Noise Canceling: A Practical Application for Adaptive Filteringp. 77
Summaryp. 81
Bibliographyp. 84
Adaptive Modelingp. 88
Introductionp. 88
Idealized Modeling Performancep. 90
Mismatch Due to Use of FIR Modelsp. 91
Mismatch Due to Inadequacies in the Input Signal Statistics; Use of Dither Signalsp. 93
Adaptive Modeling Simulationsp. 97
Summaryp. 102
Bibliographyp. 108
Inverse Plant Modelingp. 111
Introductionp. 111
Inverses of Minimum-Phase Plantsp. 111
Inverses of Nonminimum-Phase Plantsp. 113
Model-Reference Inversesp. 117
Inverses of Plants with Disturbancesp. 120
Effects of Modeling Signal Characteristics on the Inverse Solutionp. 126
Inverse Modeling Errorp. 126
Control System Error Due to Inverse Modeling Errorp. 128
A Computer Simulationp. 130
Examples of Offline Inverse Modeling of Nonminimum-Phase Plantsp. 131
Summaryp. 136
Adaptive Inverse Controlp. 138
Introductionp. 138
Analysisp. 141
Computer Simulation of an Adaptive Inverse Control Systemp. 144
Simulated Inverse Control Examplesp. 147
Application to Real-Time Blood Pressure Controlp. 154
Summaryp. 159
Bibliographyp. 159
Other Configurations for Adaptive Inverse Controlp. 160
Introductionp. 160
The Filtered-X LMS Algorithmp. 160
The Filtered-[epsilon] LMS Algorithmp. 165
Analysis of Stability, Rate of Convergence, and Noise in the Weights for the Filtered-[epsilon] LMS Algorithmp. 170
Simulation of an Adaptive Inverse Control System Based on the Filtered-[epsilon] LMS Algorithmp. 175
Evaluation and Simulation of the Filtered-X LMS Algorithmp. 180
A Practical Example: Adaptive Inverse Control for Noise-Canceling Earphonesp. 183
An Example of Filtered-X Inverse Control of a Minimum-Phase Plantp. 186
Some Problems in Doing Inverse Control with the Filtered-X LMS Algorithmp. 188
Inverse Control with the Filtered-X Algorithm Based on DCT/LMSp. 194
Inverse Control with the Filtered-[epsilon] Algorithm Based on DCT/LMSp. 197
Summaryp. 201
Bibliographyp. 208
Plant Disturbance Cancelingp. 209
Introductionp. 209
The Functioning of the Adaptive Plant Disturbance Cancelerp. 211
Proof of Optimality for the Adaptive Plant Disturbance Cancelerp. 212
Power of Uncanceled Plant Disturbancep. 215
Offline Computation of Q[subscript k](z)p. 215
Simultaneous Plant Modeling and Plant Disturbance Cancelingp. 216
Heuristic Analysis of Stability of a Plant Modeling and Disturbance Canceling Systemp. 223
Analysis of Plant Modeling and Disturbance Canceling System Performancep. 226
Computer Simulation of Plant Modeling and Disturbance Canceling Systemp. 229
Application to Aircraft Vibrational Controlp. 234
Application to Earphone Noise Suppressionp. 236
Canceling Plant Disturbance for a Stabilized Minimum-Phase Plantp. 237
Comments Regarding the Offline Process for Finding Q(z)p. 248
Canceling Plant Disturbance for a Stabilized Nonminimum-Phase Plantp. 249
Insensitivity of Performance of Adaptive Disturbance Canceler to Design of Feedback Stabilizationp. 254
Summaryp. 255
System Integrationp. 258
Introductionp. 258
Output Error and Speed of Convergencep. 258
Simulation of an Adaptive Inverse Control Systemp. 261
Simulation of Adaptive Inverse Control Systems for Minimum-Phase and Nonminimum-Phase Plantsp. 266
Summaryp. 268
Multiple-Input Multiple-Output (MIMO) Adaptive Inverse Control Systemsp. 270
Introductionp. 270
Representation and Analysis of MIMO Systemsp. 270
Adaptive Modeling of MIMO Systemsp. 274
Adaptive Inverse Control for MIMO Systemsp. 285
Plant Disturbance Canceling in MIMO Systemsp. 290
System Integration for Control of the MIMO Plantp. 292
A MIMO Control and Signal Processing Examplep. 296
Summaryp. 301
Nonlinear Adaptive Inverse Controlp. 303
Introductionp. 303
Nonlinear Adaptive Filtersp. 303
Modeling a Nonlinear Plantp. 307
Nonlinear Adaptive Inverse Controlp. 311
Nonlinear Plant Disturbance Cancelingp. 319
An Integrated Nonlinear MIMO Inverse Control System Incorporating Plant Disturbance Cancelingp. 321
Experiments with Adaptive Nonlinear Plant Modelingp. 323
Summaryp. 326
Bibliographyp. 329
Pleasant Surprisesp. 330
Stability and Misadjustment of the LMS Adaptive Filterp. 339
Time Constants and Stability of the Mean of the Weight Vectorp. 339
Convergence of the Variance of the Weight Vector and Analysis of Misadjustmentp. 342
A Simplified Heuristic Derivation of Misadjustment and Stability Conditionsp. 346
Bibliographyp. 347
Comparative Analyses of Dither Modeling Schemes A, B, and Cp. 349
Analysis of Scheme Ap. 350
Analysis of Scheme Bp. 351
Analysis of Scheme Cp. 352
A Simplified Heuristic Derivation of Misadjustment and Stability Conditions for Scheme Cp. 356
A Simulation of a Plant Modeling Process Based on Scheme Cp. 358
Summaryp. 359
Bibliographyp. 362
A Comparison of the Self-Tuning Regulator of Astrom and Wittemnark with the Techniques of Adaptive Inverse Controlp. 363
Designing a Self-Tuning Regulator to Behave like an Adaptive Inverse Control Systemp. 364
Some Examplesp. 366
Summaryp. 367
Bibliographyp. 368
Adaptive Inverse Control for Unstable Linear SISO Plantsp. 369
Dynamic Control of Stabilized Plantp. 370
Adaptive Disturbance Canceling for the Stabilized Plantp. 372
A Simulation Study of Plant Disturbance Canceling: An Unstable Plant with Stabilization Feedbackp. 378
Stabilization in Systems Having Both Discrete and Continuous Partsp. 382
Summaryp. 382
Orthogonalizing Adaptive Algorithms: RLS, DFT/LMS, and DCT/LMSp. 383
The Recursive Least Squares Algorithm (RLS)p. 384
The DFT/LMS and DCT/LMS Algorithmsp. 386
Bibliographyp. 394
A MIMO Application: An Adaptive Noise-Canceling System Used for Beam Control at the Stanford Linear Accelerator Centerp. 396
Introductionp. 396
A General Description of the Acceleratorp. 396
Trajectory Controlp. 399
Steering Feedbackp. 400
Addition of a MIMO Adaptive Noise Canceler to Fast Feedbackp. 402
Adaptive Calculationp. 404
Experience on the Real Acceleratorp. 406
Acknowledgementsp. 407
Bibliographyp. 407
Thirty Years of Adaptive Neural Networks: Perceptron, Madaline, and Backpropagationp. 409
Introductionp. 409
Fundamental Conceptsp. 412
Adaptation - The Minimal Disturbance Principlep. 428
Error Correction Rules - Single Threshold Elementp. 428
Error Correction Rules - Multi-Element Networksp. 434
Steepest-Descent Rules - Single Threshold Elementp. 437
Steepest-Descent Rules - Multi-Element Networksp. 451
Summaryp. 462
Bibliographyp. 464
Neural Control Systemsp. 475
A Nonlinear Adaptive Filter Based on Neural Networksp. 475
A MIMO Nonlinear Adaptive Filterp. 475
A Cascade of Linear Adaptive Filtersp. 479
A Cascade of Nonlinear Adaptive Filtersp. 479
Nonlinear Inverse Control Systems Based on Neural Networksp. 480
The Truck Backer-Upperp. 484
Applications to Steel Makingp. 487
Applications of Neural Networks in the Chemical Process Industryp. 491
Bibliographyp. 493
Glossaryp. 495
Indexp. 503
Table of Contents provided by Ingram. All Rights Reserved.

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