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Advances in large scale systems dynamics and control /
CONTROL AND DYNAMIC SYSTEMS VOL 36.
| Clasificación: | Libro Electrónico |
|---|---|
| Otros Autores: | |
| Formato: | Electrónico eBook |
| Idioma: | Inglés |
| Publicado: |
San Diego :
Academic Press,
�1990.
|
| Colección: | Control and dynamic systems ;
v. 36. |
| Temas: | |
| Acceso en línea: | Texto completo |
Tabla de Contenidos:
- Front Cover; Advances in Large Scale Systems Dynamics and Control; Copyright Page; Table of Contents; CONTRIBUTORS; PREFACE; CHAPTER 1. MULTIOBJECTIVE DECISION-TREE ANALYSIS IN INDUSTRIAL SYSTEMS; I. INTRODUCTION; II. DECISION TREE WITH MULTIPLE OBJECTIVES; III. DECISION TREE WITH MULTIPLE RISK MEASURES; REFERENCES; ACKNOWLEDGMENTS; CHAPTER 2. METHDOS FOR OPTIMAL ECONOMIC POLICY DESIGN; I. INTRODUCTION; II. A SEQUENTIAL QUADRATIC PROGRAMMING ALGORITHM FOR POLICY OPTIMIZATION : PRELIMINARIES; III. THE ALGORITHMS; IV. SENSITIVITY ANALYSIS AND ROBUST POLICY DESIGN
- V. ROBUSTNESS WITH RESPECT TO THE POLICY OBJECTIVE FUNCTIONVI. THE SPECIFICATION OF THE QUADRATIC OBJECTIVE FUNCTION; VII. SPECIFYING DIAGONAL QUADRATIC OBJECTIVE FUNCTIONS; VIII. THE EQUIVALENCE OF DIAGONAL AND NON-DIAGONAL QUADRATIC OBJECTIVE FUNCTIONS; IX. A MIN-MAX APPROACH FOR ROBUST POLICIES IN THE PRESENCE OF RIVAL MODELS OF THE SAME SYSTEM; X. THE MIN-MAX ALGORITHM FOR RIVAL MODELS; 11. CONCLUDING REMARKS; ACKNOWLEDGEMENTS; REFERENCES; Chapter 3. Methods in the Analysis ofMultistage Commodity Markets; I. Introduction; II. Two Modeling Frameworks; III. S-adapted Equilibria
- IV. Multilevel Market EquilibriumV� Conclusion; References; CHAPTER 4. A CONTROL PROBLEM FOR PROCESSING DISCRETE PARTS WITH RANDOM ARRIVALS; ABSTRACT; I. INTRODUCTION; II. MODEL OF THE PRODUCTION QUEUEING SYSTEM; III. SHORT-TERM OPTIMIZATION PROBLEM FORMULATION; IV. PROPERTIES OF THE Q-OPTIMAL CONTROL POLICY; V. ERGODICITY OF THE CLOSED-LOOP PRODUCTION SYSTEM UNDER THE Q-OPTIMAL CONTROL POLICY; VI. STEADY-STATE STATISTICS OF THE QUEUE LENGTH UNDER THE Q-OPTIMAL CONTROL POLICY; VII. SPECIAL CASES; VIII. A TRANSPORTATION DELAY EXAMPLE; IX. CONCLUSIONS; REFERENCES
- CHAPTER 5. MODEL REDUCTION FOR FLEXIBLE STRUCTURESI. INTRODUCTION; II. MODEL REDUCTION; III. NEAR OPTIMAL REDUCTION; IV. REDUCTION OF FLEXIBLE STRUCTURE MODELS; V. REDUCTION IN LIMITED TIME AND FREQUENCY INTERVALS; VI. CONCLUSIONS AND SUMMARY; ACKNOWLEDGEMENTS; REFERENCES; Chapter 6. Distributed Transducers for Structural Measurement and Control; I. INTRODUCTION; II. TRANSDUCER REPRESENTATIONS; III. CONTROL SYSTEM SYNTHESIS; IV. DESIGN IMPLICATIONS AND CONSTRAINTS; V. REFERENCES; CHAPTER 7. ROBUST ADAPTIVE IDENTIFICATION AND CONTROL DESIGN TECHNIQUES; I. INTRODUCTION
- II. IDENTIFICATION AND CONTROL LABORATORYEXPERIMENTIII. ANALYSIS TECHNIQUES FOR SYSTEM IDENTIFICATIONDESIGN; IV. SYSTEM IDENTIFICATION DESIGN ISSUES; V. LABORATORY EXPERIMENT SYSTEM IDENTIFICATIONDESIGN; VI. LABORATORY CONTROL SYSTEM DESIGN; VII. ADAPTIVE CONTROL DESIGN EVALUATION; VIII. SUMMARY; References; CHAPTER 8. TECHNIQUES IN THE OPTIMAL CONTROL OF DISTRIBUTED PARAMETER SYSTEMS; I INTRODUCTION; II OPTIMAL CONTROL OF DISTRIBUTED PARAMETER SYSTEMS [LINEAR OPTIMAL REGULATOR PROBLEMS]; Ill OPTIMAL CONTROL IMPLEMENTATION ALGORITHMS; IV. SUMMARY AND CONCLUSIONS; INDEX