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Advances in control systems : theory and applications. Volume 5 /
Advances in Control Systems.
| Clasificación: | Libro Electrónico |
|---|---|
| Otros Autores: | |
| Formato: | Electrónico eBook |
| Idioma: | Inglés |
| Publicado: |
New York ; London :
Academic Press,
1967.
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| Temas: | |
| Acceso en línea: | Texto completo Texto completo |
Tabla de Contenidos:
- Front Cover; Advances in Control Systems; Copyright Page; Contributors; Preface; Table of Contents; Contents of Previous Volumes; Chapter 1. Adaptive Optimal Steady State Control of Nonlinear Systems; I. Introduction; II. Formulation; III. Iterative Optimization; IV. Identification of the Performance Gradient; V. Multivariable Systems; References; Chapter 2. An Initial Value Method for Trajectory Optimization Problems; I. Introduction; II. The Problem Statement; III. The Necessary Conditions and Reduced Differential Equations of the Extremals.
- IV. The Initial Value Problem and the Partial Derivatives; V. Computational Methods for Solving the Initial Value Problem; VI. Sufficiency Conditions; VII. Extensions of the Method; VIII. Examples; References; Chapter 3. Determining Reachable Regions and Optimal Controls; I. Introduction to Optimal Control Problems and Reachable Regions; II. Carath�eodory-Hamilton-Jacobi Approach in Optimal Control; III. A Heuristic Method of Determining the Reachable Region; IV. Rigorous Method of Determining the Reachable Region for a Particular Class of Problems.
- v. Illustration and Comparison of Rigorous and Heuristic MethodsVI. Concluding Remarks; References; Chapter 4. Optimal Nonlinear Filtering; I. Introduction; II. The Dynamical Equation for Conditional Probability Density; III. Linear-Gaussian Case; IV. General Nonlinear, Non-Gaussian Case; V. Extensions and Applications of the Previous Results; VI. Examples; VII. Summary of Results and Areas for Future Research; Appendix I: An Important Property of Gaussian Independent Increment Processes; References; Chapter 5. Optimal Control of NuclearReactor Systems; I. Introduction.
- II. The Reactor Kinetic State Equations; III. The Linearized State Equations; IV. Two Methods of Solution of the Linearized State Equation; IV. Two Methods of Solution of the Linearized State Equation; VI. A Method of Estimating the Effects of Spatial Variation on Stability; VII. Analytical Design of a Spatial Feedback Control System; VIII. Examples; IX. Conclusions and Suggested Further Work; X. Appendices; List of Symbols; References; Chapter 6. On Optimal Control with Bounded State Variables; I. Introduction; II. Necessary Conditions; III. Interpretation of the Necessary Conditions.
- IV. Computational Considerations; V. Summary and Conclusions; Appendix; References; Author Index; Subject Index.