Description: FREE SHIPPING UK WIDE Identification and Classical Control of Linear Multivariable Systems by V. Dhanya Ram, M. Chidambaram Most systems involved in a chemical process plant are interactive multivariable systems, to control which, the transfer function matrix model is required. This book considers the identification and control of such systems. It will be useful to students, researchers or practitioners who work with interactive, multivariable control systems. FORMAT Hardcover LANGUAGE English CONDITION Brand New Publisher Description Most systems involved in a chemical process plant are interactive multivariable systems, to control which, the transfer function matrix model is required. This lucid book considers the identification and control of such systems. It discusses open loop and closed loop identification methods, as well as the design of multivariable controllers based on steady state gain matrix. Simple methods for designing controllers based on transfer function matrix model have been reviewed. The design of controllers for non-square systems, and closed loop identification of multivariable unstable systems by the optimization method are also covered. Several simulation examples and exercise problems at the end of each chapter further help the reader consolidate the knowledge gained. This book will be useful to any engineering student, researcher or practitioner who works with interactive, multivariable control systems. Author Biography Dr V. Dhanya Ram is Assistant Professor, Department of Chemical Engineering at the National Institute of Technology, Calicut. She has 11 years of teaching and research experience. Dr M. Chidambaram is Professor Emeritus, Department of Chemical Engineering at the National Institute of Technology, Warangal. Table of Contents 1. Models, Control Theory, and Examples; 2. Identification and Control of SISO Systems; 3. Introduction to Linear Multivariable Systems; 4. CRC Method for Identifying TITO Systems; 5. CRC Method for Identifying SISO Systems by CSOPTD Models; 6. CRC Method for Identifying TITO Systems by CSOPTD Models; 7. Identification of Stable MIMO System by Optimization Method; 8. Identification of Centralized Controlled Multivariable Systems; 9. Identification of Multivariable SOPTD Models by Optimization Method; 10. Identification of Unstable TITO Systems by Optimization Techniqus; 11. Centralized PI Controllers Based on Steady State Gain Matrix; 12. SSGM Identification and Control of Unstable Multivariable Systems; 13. Control of Stable Non-square MIMO Systems; 14. Control of Unstable Non-square Systems; 15. Trends in Control of Multivariable Systems. Promotional This book trains engineering students to identify multivariable transfer function models and design classical controllers for such systems. Promotional "Headline" This book trains engineering students to identify multivariable transfer function models and design classical controllers for such systems. Details ISBN1316517217 Language English ISBN-10 1316517217 ISBN-13 9781316517215 Format Hardcover Publisher Cambridge University Press Pages 425 Imprint Cambridge University Press Place of Publication Cambridge Country of Publication United Kingdom Author M. Chidambaram Illustrations Worked examples or Exercises Year 2023 Publication Date 2023-01-05 UK Release Date 2023-01-05 AU Release Date 2023-01-05 NZ Release Date 2023-01-05 Alternative 9781009043472 DEWEY 629.832 Audience General We've got this At The Nile, if you're looking for it, we've got it. With fast shipping, low prices, friendly service and well over a million items - you're bound to find what you want, at a price you'll love! 30 DAY RETURN POLICY No questions asked, 30 day returns! FREE DELIVERY No matter where you are in the UK, delivery is free. SECURE PAYMENT Peace of mind by paying through PayPal and eBay Buyer Protection TheNile_Item_ID:147791597;
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Format: Hardcover
Language: English
ISBN-13: 9781316517215
Author: V. Dhanya Ram, M. Chidambaram
Type: NA
Book Title: Identification and Classical Control of Linear Multivariable Syst
Publication Name: NA