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Table of Contents and List of References

Lecture



Contents

  • Chapter 1 INTRODUCTION
  • Chapter 2 BASIC CONCEPTS
    • Section 1 Cybernetic concepts and the subject of control theory
    • Section 2 Structure and functional components of the ACS
    • Section 3 Problems of controlling complex systems
    • Section 4 Local problems of control and monitoring
    • Section 5 Blocks and algorithms of the control device
  • Chapter 3 CHAPTER . MATHEMATICAL MODELS OF DYNAMICAL SYSTEMS: INPUT-OUTPUT MODELS
    • Section 1 Linear input-output models
    • Section 2 Transient processes and characteristics of input-output models
    • Section 3 Elementary blocks
    • Section 4 Construction of input-output models
  • Chapter 4 CHAPTER . MATHEMATICAL MODELS OF DYNAMICAL SYSTEMS: INPUT-STATE-OUTPUT MODELS
    • Section 1 The concept of state space and state-output models
    • Section 2 Models of controlled systems
    • Section 3 Phase trajectories of an autonomous second-order system
    • Section 4 Equivalent transformations of ISO models and canonical representations
  • Chapter 5 CHAPTER . MODELS OF CONTROL SYSTEMS
    • Section 1 Models of electromechanical objects
    • Section 2 Models of reference blocks and external disturbances
    • Section 3 Control principles, models of controllers and closed-loop systems
  • Chapter 6 REFERENCES

REFERENCES

1. Andreev Yu.N. Control of Linear Finite-Dimensional Objects. - Moscow: Nauka, 1979.
2. Andrievsky B.R., Fradkov A.L. Selected Chapters of Automatic Control Theory with MATLAB Examples. - St. Petersburg: Nauka, 1999.
3. V.A. Besekersky, E.P. Popov. Theory of Automatic Control Systems. Moscow: Nauka,1975
4. Boltunov G.I., Nikiforov V.O., Chezhin M.S. Software Tools for Analysis and Synthesis of Control Systems. - St. Petersburg: SPbGITMO, 2000.
5. Gantmacher F.R. Theory of Matrices. Moscow: Nauka, 1988.
6.Drozdov V.N., Miroshnik I.V., Skorubsky V.I. Automatic Control Systems with Microcomputers. (Leningrad: Mashinostroenie, 1989.
7. Zadeh L., Desoer C. Theory of Linear Systems. Moscow, Mir, 1970
8. Kwakernaak H., Sivan R. Linear Optimal Control Systems. - Moscow: Mir, 1977.
9. Korn G., Korn T. Mathematical Handbook. Moscow: Nauka, 1984.
10. Lyamin A.V., Mikhailov S.V., Nikiforov V.O. et al. Study of Models of Control Objects and the Operating Environment. - St. Petersburg: SPbGITMO, 2000.
11. Miroshnik I.V. Coordinated Control of Multichannel Systems. Leningrad: Energoatomizdat, 1990.
12. Miroshnik I.V., Nikiforov V.O. Synthesis of Linear Automatic Control Systems. - St. Petersburg: SPbGITMO, 2000.
13. Miroshnik I.V., Nikiforov V.O., Fradkov A.L. Nonlinear and Adaptive Control of Complex Dynamical Systems - St. Petersburg: Nauka, 2000.
14. Pervozvansky A.A. A Course in Automatic Control Theory. Moscow, 1986
15. Synthesis of Discrete Controllers by Computer / V.V. Grigoriev, V.N. Drozdov, V.V. Lavrentiev, A.V. Ushakov. - Leningrad: Mashinostroenie, 1983.
16. Handbook on the Theory of Automatic Regulation and Control / Sankovsky, 1973
17. Theory of Automatic Control / A.A. Voronov, Parts 1,2. Moscow, 1986
18. Tsypkin Ya.Z. Fundamentals of the Theory of Automatic Systems. Moscow, 1977
19. Eykhoff P. Fundamentals of Identification of Control Systems. Moscow:Mir, 1975
20. Fradkov A.l., Miroshnik I.V., Nikiforov V.O. Nonlinear and adaptive control of complex systems. Dordrecht: Kluwer Ac. Publ., 1999

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Lectures and tutorial on "Mathematical foundations of the theory of automatic control"

Terms: Mathematical foundations of the theory of automatic control