05267nam 2200625 a 450 991082986490332120170815104433.01-118-61998-61-299-31540-21-118-61973-0(CKB)2560000000100621(EBL)1143622(OCoLC)830161653(SSID)ssj0000833563(PQKBManifestationID)11418308(PQKBTitleCode)TC0000833563(PQKBWorkID)10936467(PQKB)10852088(MiAaPQ)EBC1143622(PPN)189848480(EXLCZ)99256000000010062120100510d2010 uy 0engur|n|---|||||txtccrLinear systems[electronic resource] /Henri BourlèsLondon, U.K. ISTE ;Hoboken, N.J. Wiley20101 online resource (594 p.)Control systems, robotics and manufacturing seriesAdapated and updated from Systèmes linéaires published 2006 in France by Hermes Science/Lavoisier.1-84821-162-7 Includes bibliographical references and index.Cover; Title Page; Copyright Page; Table of Contents; 7.2.1. Invariant zeros and transmission zeros; 12.3.1. Fourier transforms of distributions; Preface; Chapter 1. Physical Models; 1.1.Electric system; 1.1.1.Mesh rule; 1.1.2. Nodal rule; 1.2. Mechanical system; 1.2.1. Fundamental principle of dynamics; 1.2.2. Lagrangian formalism; 1.3. Electromechanical system; 1.4.Thermal hydraulic system; 1.4.1. Balance in volume; 1.4.2. Exit rate: Torricelli's formula; 1.4.3. Energy balance; 1.5.Exercises; Chapter 2. Systems Theory (I); 2.1. Introductory example2.2. General representation and properties2.2.1.Variables; 2.2.2.Equations; 2.2.3.Time-invariant systems; 2.2.4. Linear systems; 2.2.5. Linear time-invariant systems; 2.2.6. Equilibrium point; 2.2.7. Linearization around an equilibrium point; 2.3. Control systems; 2.3.1. Inputs; 2.3.2. Outputs; 2.3.3. Latent variables; 2.3.4. Classification of systems; 2.3.5. Rosenbrock representation; 2.3.6. State-space representation; 2.3.7. Poles and order of a system; 2.3.8. Free response and behavior; 2.4. Transfer matrix; 2.4.1. Laplace transforms; 2.4.2. Transfer matrix: definition; 2.4.3. Examples2.4.4. Transmission poles and zeros2.4.5. *MacMillan poles and zeros; 2.4.6. Minimal systems; 2.4.7. Transmission poles and zeros at infinity; 2.5. Responses of a control system; 2.5.1. Input-output operator; 2.5.2. Impulse and step responses; 2.5.3. Proper, biproper and strictly proper systems; 2.5.4. Frequency response; 2.6. Diagrams and their algebra; 2.6.1. Diagram of a control system; 2.6.2. General algebra of diagrams; 2.6.3. Specificity of linear systems; 2.7. Exercises; Chapter 3. Open-Loop Systems; 3.1. Stability and static gain; 3.1.1. Stability; 3.1.2. Static gain3.2. First-order systems3.2.1.Transfer function; 3.2.2. Time domain responses; 3.2.3. Frequency response; 3.2.4. Bode plot; 3.2.5. Case of an unstable first-order system; 3.3. Second-order systems; 3.3.1.Transfer function; 3.3.2. Time domain responses; 3.3.3. Bode plot; 3.4. Systems of any order; 3.4.1. Stability; 3.4.2. Decomposition of the transfer function; 3.4.3. Asymptotic Bode plot; 3.4.4. Amplitude/phase relation; 3.5. Time-delay systems; 3.5.1. Left formtime-delay systems; 3.5.2. Transfer function; 3.5.3. Bode plot; 3.5.4. Example: first-order time-delay system3.5.5. Approximations of a time-delay system3.6. Exercises; Chapter 4. Closed-Loop Systems; 4.1. Closed-loop stability; 4.1.1. Standard feedback system; 4.1.2. Closed-loop equations; 4.1.3. Stability of a closed-loop system; 4.1.4. Nyquist criterion; 4.1.5. Small gain theorem; 4.2. Robustness and performance; 4.2.1. Generalities; 4.2.2. Robustness margins; 4.2.3. Use of the Nichols chart; 4.2.4. Robustness against neglected dynamics; 4.2.5. Performance; 4.2.6. Sensitivity to measurement noise; 4.2.7. Loopshaping of L(s); 4.2.8. Degradation of robustness/performance trade-off4.2.9. *Extension to the MIMOcaseLinear systems have all the necessary elements (modeling, identification, analysis and control), from an educational point of view, to help us understand the discipline of automation and apply it efficiently. This book is progressive and organized in such a way that different levels of readership are possible. It is addressed both to beginners and those with a good understanding of automation wishing to enhance their knowledge on the subject. The theory is rigorously developed and illustrated by numerous examples which can be reproduced with the help of appropriate computation software. 60 exeControl systems, robotics and manufacturing series.Linear systemsLinear systems.003.74003/.74670.427Bourlès Henri914595MiAaPQMiAaPQMiAaPQBOOK9910829864903321Linear systems3928220UNINA