Nonlinear control systems design : selected papers from the IFAC Symposium, Capri, Italy, 14-16 June 1989 / edited by A. Isidori.

Format:

Book

Conference/Event

Contributor:

Isidori, Alberto, editor.

International Federation of Automatic Control.

Conference Name:

IFAC Symposium on Nonlinear Control Systems Design (1st : 1989 : Capri, Italy)

Series:

IFAC symposia series ; 1990, Number 2.

IFAC Symposia Series ; 1990, Number 2

Language:

English

Subjects (All):

Automatic control--Congresses.

Automatic control.

Control theory--Congresses.

Control theory.

Nonlinear theories--Congresses.

Nonlinear theories.

Physical Description:

1 online resource (429 p.)

Edition:

First edition.

Place of Publication:

Oxford, England : Published for the International Federation of Automatic Control by Pergamon Press, 1990.

Language Note:

English

Summary:

In the last two decades, the development of specific methodologies for the control of systems described by nonlinear mathematical models has attracted an ever increasing interest. New breakthroughs have occurred which have aided the design of nonlinear control systems. However there are still limitations which must be understood, some of which were addressed at the IFAC Symposium in Capri. The emphasis was on the methodological developments, although a number of the papers were concerned with the presentation of applications of nonlinear design philosophies to actual control problems in chemic

Contents:

Front Cover; Nonlinear Control Systems Design ; Copyright Page; Ifac Symposium On Nonlinear Control Systems Design; Preface; Table Of Contents; CHAPTER 1. COMPUTER-AIDED DESIGN OF NONLINEAR OBSERVERS; INTRODUCTION; NONLINEAR OBSERVABILITY PROBLEM; EXTENDED LUENBERGER OBSERVER; PROGRAM FOR THE COMPUTER-AIDED OBSERVER DESIGN; EXAMPLE OF AN OBSERVER DESIGN; CONCLUSIONS; REFERENCES; CHAPTER 2. SHOULD THE THEORIES FOR CONTINUOUSTIME AND DISCRETE-TIME LINEAR AND NONLINEAR SYSTEMS REALLY LOOK ALIKE?; I. INTRODUCTION; II. DIFFERENCE ALGEBRA AND DISCRETE-TIME SYSTEMS; III. REALIZATON(5)

IV. SOME EXAMPLES OF THE RELATONSHIP BETWEEN DISCRETE-TIME AND CONTIUOUS-TIME SYSTEMSV. FEEDBACK LINEARIZATON; VI. CONCLUSION; REFERENCES; CHAPTER 3. DIFFERENTIAL ALGEBRA AND CONTROLLABILITY; Introduction; Linear case; Definition; Nonlinear case; Α. Haddak; DIFFERENTIAL ALGEBRAIC APPROACH OF CONTROLLABILITY; Conclusion; REFERENCES; CHAPTER 4. PRIME DIFFERENTIAL IDEALS IN NONLINEAR RATIONAL CONTROL SYSTEMS; INTRODUCTION; RATONAL CONTROL SYSTEMS; APPLICATION TO THE DIFFERENTIAL OUTPUT RANK OF A NONLINEAR SYSTEM; CONCLUSION; REFERENCES

CHAPTER 5. CONTROLLABILITY OF BILINEAR SYSTEMS-A SURVEY AND SOME NEW RESULTSINTRODUCTION; BRIEF SURVEY ON CONTROLLABILITY OF BILINEAR SYSTEMS; CHAPTER 6. CONTROLLABILITY OF BILINEAR SYSTEMS-A SURVEY AND SOME NEW RESULTS; INTRODUCTION; BRIEF SURVEY ON CONTROLLABILITY OF BILINEAR SYSTEMS; CONTROLLABILITY OF NONLINEAR SYSTEMS; STRICTLY BILINEAR SYSTEMS; HOMOGENEOUS-IN-THE-STATE BILINEAR SYSTEMS; CONTROLLABILITY OF NONLINEAR SYSTEMS; STRICTLY BILINEAR SYSTEMS; HOMOGENEOUS-IN-THE-STATE BILINEAR SYSTEMS; TWO-DIMENSIONAL HOMOGENEOUS-IN-THE-STATE BILINEAR SYSTEMS

THREE-DIMENSIONAL HOMOGENEOUS-IN-THE-STATE BILINEAR SYSTEMSTWO-DIMENSIONAL HOMOGENEOUS-IN-THE-STATE BILINEAR SYSTEMS; THREE-DIMENSIONAL HOMOGENEOUS-IN-THE-STATE BILINEAR SYSTEMS; CONCLUSIONS; ACKNOWLEDGMENT; REFERENCES; CONCLUSIONS; ACKNOWLEDGMENT; REFERENCES; APPENDIX; APPENDIX; CHAPTER 7. DIFFERENTIAL ALGEBRA AND PARTIAL DIFFERENTIAL CONTROL THEORY; INTRODUCTION; A) DIFFERENTIAL GEOMETRY; B) DIFFERENTIAL ALGEBRA:; CONCLUSION; REFERENCES; CHAPTER 8. CANONICAL FORMS FOR NONLINEAR SYSTEMS; 1. INTRODUCTION; 2. CONTROLLABILITY FORMS; 3. CONTROLLER FORMS; 4. OBSERVABILITY FORMS; 5. OBSERVER FORMS

6. CONCLUSION7. REFERENCES; CHAPTER 9. NEW SUFFICIENT CONDITIONS FOR DYNAMIC FEEDBACK LINEARIZATION; Abstract; 1 INTRODUCTION; 2 PRELIMINARIES; 3 MAIN RESULT; 4 EXAMPLES; 5 CONCLUDING REMARKS; References; CHAPTER 10. ON THE STRUCTURE ALGORITHM, DEGENERATE CONTROLLED INVARIANT DISTRIBUTIONS AND THE BLOCK DECOUPLING PROBLEM; INTRODUCTION; THE STRUCTURE ALGORITHM OF HIRSCHORN(1979); THE STATIC STATE FEEDBACK BLOCK DECOUPLING PROBLEM; THE DYNAMIC BLOCK DECOUPLING PROBLEM; REFERENCES; CHAPTER 11. NONLINEAR MODEL MATCHING WITH ANAPPLICATION TO HAMILTONIAN SYSTEMS; 1. INTRODUCTION

2. THE MODEL MATCHING PROBLEM

Notes:

Description based upon print version of record.

Includes bibliographical references at the end of each chapters and indexes.

Description based on print version record.

ISBN:

1-4832-9892-2