Muutke küpsiste eelistusi

Deterministic and Stochastic Time-Delay Systems 2002 ed. [Kõva köide]

,
  • Formaat: Hardback, 423 pages, kõrgus x laius: 235x155 mm, kaal: 797 g, XVI, 423 p., 1 Hardback
  • Sari: Control Engineering
  • Ilmumisaeg: 01-Mar-2002
  • Kirjastus: Birkhauser Boston Inc
  • ISBN-10: 0817642455
  • ISBN-13: 9780817642457
Teised raamatud teemal:
  • Kõva köide
  • Hind: 83,99 €*
  • * hind on lõplik, st. muud allahindlused enam ei rakendu
  • Tavahind: 111,99 €
  • Säästad 25%
  • Raamatu kohalejõudmiseks kirjastusest kulub orienteeruvalt 3-4 nädalat
  • Kogus:
  • Lisa ostukorvi
  • Tasuta tarne
  • Tellimisaeg 2-4 nädalat
  • Lisa soovinimekirja
Deterministic and Stochastic Time-Delay Systems 2002 ed.Suurem pilt
  • Formaat: Hardback, 423 pages, kõrgus x laius: 235x155 mm, kaal: 797 g, XVI, 423 p., 1 Hardback
  • Sari: Control Engineering
  • Ilmumisaeg: 01-Mar-2002
  • Kirjastus: Birkhauser Boston Inc
  • ISBN-10: 0817642455
  • ISBN-13: 9780817642457
Teised raamatud teemal:
Püsilink: https://www.kriso.ee/db/9780817642457.html
Märksõnad:
Deterministic and Stochastic Time-Delay Systems provides professionals and advanced students in control engineering the most recent results on deterministic and stochastic time delay systems. It is an excellent text/reference for graduate level engineering students, or a reference for practicing control engineers, and researchers in control engineering.

Deterministic and Stochastic Time-Delay Systems provides professionals and advanced students in control engineering with the most recent results on deterministic and stochastic time-delay systems.It is an excellent text/reference for graduate level engineering students, or a reference for practicing control engineers, and researchers in control engineering.The control of uncertain systems has dominated the research effort of the control community during the last two decades. Some practical dynamical systems have time-delay in their dynamics, which makes their control a complicated task even in the deterministic case. The presence of time-delay in dynamical systems is a well-known case of instability and preference degradation. This book presents recent developments on the class of uncertain deterministic/stochastic dynamical systems with time-delay. Problems such as stochastic stability, stabilizability under memory and memoryless state feedback controller and output feedback control, Hinfinite control, filtering and its robustness are treated. Practical implications of the different methods are considered and numerical algorithms are provided for implementation.

Arvustused

"...the book is in my opinion especially suited to people who already work in the field of delay equations and want to have a good understanding of the Lyapunov approach and to people who are familiar with Lyapunov based control methods for systems without delay and are interested in the extension to time-delay systems. ...The book ends with some appendices, which provide the necessary background to make the book self-contained. Especially the first appendix is interesting, since it not only introduces the reader to linear matrix inequalities, but also explains with some examples how the latter can be numerically solved with the Matlab® LMI toolbox." Bulletin of the Belgian Mathematical Society



 



"The monograph is devoted to problems of stability and stabilization of systems with deviating arguments. It consists of two parts. The first part considers deterministic systems. The second part of the monograph is devoted to similar problems for stochastic systems. Each section has numerous examples that illustrate the results of the obtained theorems. The monograph can be useful for solving concrete problems of stabilization and control theory. Examples of such problems are given at the beginning of the book." Zentralblatt Math



 



"The book is structured into two parts [ Part I: Deterministic Control; Part II: Stochastic Control]. The Introduction presents some dynamical time-delay systems and gives the notations used in the book, states the problems and the difference between the two systems under discussion. Different design algorithms for state feedback are proposed. The LMI framework is used in all problems. [ S]everal appendices are included to make the book self-contained. Most of the results are illustrated by numerical examples, solved with the LMI Matlab toolbox. This book can be used either as a text for graduate students inengineering or as a reference for practicing control engineers, graduate students and researchers in control engineering." Applications of Mathematics



 

Muu info

Springer Book Archives
Preface xiii
Introduction
1(18)
Examples
4(8)
Deterministic Systems
4(5)
Stochastic Systems
9(3)
Notation and Abbreviations
12(1)
Dynamical Systems with Time Delay
13(4)
Outline of the Book
17(1)
Notes
17(2)
I Deterministic Control 19(156)
Deterministic Time Delay Systems
21(10)
Class of Dynamical Linear Systems with Time Delay
22(1)
Definitions
23(5)
Stability and Stabilizability
23(2)
H∞ Control Problem
25(2)
Filtering
27(1)
Objective of Part I
28(1)
Notes
29(2)
Stability and Stabilizability
31(38)
Delay-Independent Stability and Stabilizability
32(7)
Delay-Independent Stability
33(2)
Delay-Independent State Feedback Stabilization
35(4)
Delay-Dependent Stability and Stabilizability
39(9)
Delay-Dependent Stability
39(4)
Delay-Dependent State Feedback Stabilization
43(5)
Output Feedback Stabilization
48(9)
Delay-Independent Dynamic Output Feedback Stabilization
49(5)
Observer-Based Output Feedback Stabilization
54(3)
Discretization Scheme of Lyapunov Functional
57(9)
Notes
66(3)
Robust Stability and Robust Stabilizability
69(30)
Delay-Independent Stability and Stabilizability
71(8)
Delay-Independent Stability
71(3)
Delay-Independent Stabilization with Memoryless Control
74(2)
Delay-Independent Stabilization under Memory Controller
76(3)
Delay-Dependent Stability and Stabilizability
79(12)
Delay-Dependent Stability
79(5)
Delay-Dependent Stabilizability using Memoryless Control
84(2)
Delay-Dependent Stabilization with Memory Controller
86(5)
Output Feedback Stabilization
91(7)
Notes
98(1)
H∞ Control and Filtering
99(32)
H∞ Control Problem
100(6)
Output Feedback H∞ Control Problem
106(5)
Delay-Dependent H∞ Control
111(6)
H∞-Filtering
117(13)
Delay-Independent H∞ Filtering
118(4)
Delay-Dependent H∞ Filtering
122(8)
Notes
130(1)
Robust H∞ Control, Filtering, and Guaranteed Cost Control
131(44)
Robust H∞ Control
132(17)
Robust Output Feedback H∞ Control
149(6)
Robust H∞-Filtering
155(6)
Guaranteed Cost Control
161(12)
Guaranteed Cost Bound
162(2)
State Feedback Control
164(3)
Output Feedback Control
167(6)
Notes
173(2)
II Stochastic Control 175(202)
Stochastic Time Delay Systems
177(8)
Class of Dynamical Systems with Markov Jump and Time Delay
178(1)
Definitions
179(3)
Objective of Part II
182(1)
Notes
183(2)
Stability and Stabilizability of Markov Jump Systems
185(44)
Delay-Independent Stability and Stabilizability
187(8)
Stochastic Stability
187(3)
Mean Exponential Stability
190(5)
Delay-Dependent Stability and Stabilizability
195(11)
Delay-Dependent Stochastic Stability
195(5)
Delay-Dependent Stabilizability
200(2)
Maximization of the Time Delay
202(1)
Stabilization of MJLS with Delayed Control
203(3)
Output Feedback Stabilization
206(16)
Delay-Independent Output Feedback Stabilization
206(7)
Delay-Dependent Output Feedback
213(9)
Stability and Stabilizability of JLS with Mode-Dependent Time Delays
222(6)
Notes
228(1)
Robust Stability and Stabilizability of Jump Linear Uncertain Systems with Time Delay
229(54)
Delay-Independent Robust Stability and Stabilizability
231(9)
Stabilization under Memoryless Controller
237(3)
Delay-Dependent Robust Stability and Stabilizability
240(6)
Delay-Dependent Stability
241(3)
Delay-Dependent Robust Stabilization under a Memoryless Controller
244(2)
Robust Output Stabilization
246(10)
Robust Stability and Stabilization of JLS with Discrete and Distributed Time Delays
256(10)
Robust Stability of JLS with Discrete and Distributed Time Delays
257(6)
Robust Stabilization of JLS with Discrete and Distributed Time Delays
263(3)
Robust Stability and Stabilization for JLS with Mode-Dependent Time Delays
266(15)
Robust SS of JLS with Mode-Dependent Time Delays
266(5)
Robust Stabilization of JLS with Mode-Dependent Time Delays
271(3)
Robust Output Feedback Stabilization
274(7)
Notes
281(2)
H∞ Control and Filtering Problems for Markov Jump Systems with Time Delay
283(42)
H∞ Control
284(9)
H∞-Performance
285(4)
Synthesis of Memoryless Controller
289(4)
Delay-Dependent H∞ Control
293(10)
Delay-Dependent H∞ Performance
294(7)
Synthesis of Stabilizing Controller
301(2)
Output Feedback H∞ Control Problem
303(8)
Filtering
311(13)
Notes
324(1)
Robust H∞ and Guaranteed Cost Control for Jump Linear Systems with Time Delay
325(36)
H∞ Control
326(17)
H∞ Performance
327(9)
Synthesis of Robust Controller
336(7)
Guaranteed Cost Control
343(7)
Guaranteed Cost Performance
344(2)
State Feedback Controller Design
346(4)
Output Feedback Guaranteed Cost Control
350(10)
Notes
360(1)
Nonlinear Stochastic Control Problem
361(16)
Stability
363(5)
Stabilization
368(8)
Linear State Feedback Controller Design
369(2)
Nonlinear State Feedback Controller Design
371(5)
Notes
376(1)
A Linear Matrix Inequality and Preliminary Lemmas 377(18)
LMI Functions
377(7)
LMI Problems
384(7)
Feasibility Problem
384(2)
Minimization of a Linear Objective under LMI Constraints
386(2)
Generalized Eigenvalue Minimization Problem
388(3)
Lemmas
391(4)
B Matrix Inversion Formulas 395(2)
C Kronecker Product 397(2)
D Markov Process 399(4)
Continuous-Time Finite State Markov Process
399(1)
Strong Markov Property and Infinitesimal Generator of Stochastic Hybrid Systems
400(3)
References 403(16)
Index 419