Linear System Theory and Design (The Oxford Series in Electrical and Computer Engineering)

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9780030602894: Linear System Theory and Design (The Oxford Series in Electrical and Computer Engineering)

With the advancement of technology, engineers need the systems they design not only to work, but to be the absolute best possible given the requirements and available tools. In this environment, an understanding of a system's limitations acquires added importance. Without such knowledge, one might unknowingly attempt to design an impossible system. Thus, a thorough investigation of all of a system's properties is essential. In fact, many design procedures have evolved from such investigations. For use at the senior-graduate level in courses on linear systems and multivariable system design, this highly successful text is devoted to this study and the design procedures developed thereof. It is not a control text, per se--since it does not cover performance criteria, physical constraints, cost, optimization, and sensitivity problems. Chen develops major results and design procedures using simple and efficient methods. Thus, the presentation is not exhaustive; only those concepts which are essential in the development are introduced. Problem sets--following each chapter--help students understand and utilize the concepts and results covered.

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About the Author:

Chi-Tsong Chen is at State University of New York, Stony Brook.

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Book Description Oxford University Press, 1995. Book Condition: New. Brand New, Unread Copy in Perfect Condition. A+ Customer Service! Summary: 1. Introduction 2. Linear Spaces and Linear Operators 3. Mathematical Descriptions of Systems 4. Linear Dynamical Equations and Impulse-Response Matrices 5. Controllability and Observability of Linear Dynamical Equations 6. Irreducible Realizations, Strict System Equivalence, and Identification 7. State Feedback and State Estimators 8. Stability of Linear Systems 9. Linear-Time Invariant Composite Systems: Characterization, Stability, and Designs Appendix A. Elementary Transformations Appendix B. Analytic Functions of a Real Variable Appendix C. Minimum Energy Control Appendix D. Controllability after the Introduction of Sampling Appendix E. Hermitian Forms and Singular Value Decomposition Appendix F. On the Matrix Equation AM + MB = N Appendix G. Polynomials and Polynomial Matrices Appendix H. Poles and Zeros References Index. Bookseller Inventory # ABE_book_new_0030602890

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