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Numerical Optimization of Regulators for Automatic Control System
Оборот титула
Table of contents
Introductory words
1. Introduction
-
1.1. The subject of study: locked dynamical control systems
1.2. Feature of ACS: negative feedback
1.3. The task of regulator calculation
1.4. Questions for self-control
2. Terminology and mathematical tools of TAC
+
3. Visual simulation of unlocked stuctutres
+
4. Visual simulation of the locked structures
+
5. Statement of the task of optimization of locked structures and tools for its resolving
+
6. Numerical optimization of the locked structures
+
7. Dividing of the motion: the use of multiple drives (MISO)
+
8. Dividing of motions: using of multiple sensors (SIMO)
+
9. Modification of the cost functions
+
10. New structures for single channel objects (SISO)
+
11. Feedback systems with pseudo local loops
+
12. Design of a piecewise adaptive regulator
+
13. Optimization of the regulator for multichannel objects (MIMO)
+
14. Investigation of the numerical optimization toolkit for control of an oscillatory unstable object
+
15. Practical recearch and laboratory works in the field of feedback control in technical universities of Liberec and Sofia
16. Questions for control at exams
Concluslion
Acknowledgments
References
Apendix
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1. Introduction
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Numerical Optimization of Regulators for Automatic Control System
Table of contents
Introductory words
1. Introduction
-
1.1. The subject of study: locked dynamical control systems
1.2. Feature of ACS: negative feedback
1.3. The task of regulator calculation
1.4. Questions for self-control
2. Terminology and mathematical tools of TAC
+
3. Visual simulation of unlocked stuctutres
+
4. Visual simulation of the locked structures
+
5. Statement of the task of optimization of locked structures and tools for its resolving
+
6. Numerical optimization of the locked structures
+
7. Dividing of the motion: the use of multiple drives (MISO)
+
8. Dividing of motions: using of multiple sensors (SIMO)
+
9. Modification of the cost functions
+
10. New structures for single channel objects (SISO)
+
11. Feedback systems with pseudo local loops
+
12. Design of a piecewise adaptive regulator
+
13. Optimization of the regulator for multichannel objects (MIMO)
+
14. Investigation of the numerical optimization toolkit for control of an oscillatory unstable object
+
15. Practical recearch and laboratory works in the field of feedback control in technical universities of Liberec and Sofia
16. Questions for control at exams
Concluslion
Acknowledgments
References
Apendix