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E-raamat: Modern Digital Control Systems

(University of Wyoming, Laramie, USA University of Wyoming, Laramie, USA University of Wyoming, Laramie, USA University of Wyoming University of Wyoming, Laramie, Wyoming, USA)
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A textbook for engineering students who have had one course in conventional feedback control systems. Presents both established and innovative methods of incorporating computers into closed-loop dynamic systems control, combining conventional transfer function design and state-variable concepts. An accompanying disk (3.5" for IBM-compatible) contains the Digital Control Designer software for solving some highly complex problems. The date of the first edition is not mentioned. Annotation copyright Book News, Inc. Portland, Or.

This work presents traditional methods and current techniques of incorporating the computer into closed-loop dynamic systems control, combining conventional transfer function design and state variable concepts. Digital Control Designer - an award-winning software program which permits the solution of highly complex problems - is available on the CRC Press Website at http://www.crcpress.com/product/isbn/9780824789145. This edition: supplies new coverage of the Ragazzini technique; describes digital filtering, including Butterworth prototype filters; and more.

Arvustused

". . .ideal for any student of classical theory. " ---Proceedings of the Institution of Mechanical Engineers Vol 209

Introduction to Digital Control Linear Difference Equations and the z-Transform Elementary Digital Control System Design Using Transform Techniques Advanced Digital Control System Design Techniques Employing the z-Transform Digital Filtering and Digital Compensator Design State-Variable Representation in Digital Control Systems Quantization and Error Effects State-Space Approach to Control System Design Linear Discrete-Time Optimal Control Discrete-Time Stochastic Systems State Estimation in the Presence of Noise Discrete-Time Stochastic Control Systems Introduction to System Identification Appendix A: Tables and Properties of z-Transforms Appendix B: Algebraic Eigenvalue-Eigenvictor Problem Appendix C: Proof of the Matrix Inversion Lemma Appendix D: Digital Control Designe
Raymond G. Jacquot
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