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Limits of Stability and Stabilization of Time-Delay Systems - A Small-Gain Approach
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Limits of Stability and Stabilization of Time-Delay Systems - A Small-Gain Approach
von: Jing Zhu, Tian Qi, Dan Ma, Jie Chen
Springer-Verlag, 2018
ISBN: 9783319736518
228 Seiten, Download: 4893 KB
 
Format:  PDF
geeignet für: Apple iPad, Android Tablet PC's Online-Lesen PC, MAC, Laptop

Typ: B (paralleler Zugriff)

 

 
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Inhaltsverzeichnis

  Preface 7  
  Contents 10  
  Symbols and Abbreviations 13  
  1 Introduction 15  
     1.1 Examples of Time-Delay Systems 15  
        1.1.1 A Gyroscopic System 15  
        1.1.2 A Classical Economic Model 16  
        1.1.3 Communication Networks 18  
        1.1.4 Biological Systems 20  
        1.1.5 The Dujiangyan Irrigation Project: A Showcase of Early Mankind's Ingenuity 21  
     1.2 Linear Time-Delay Systems 23  
        1.2.1 Stability of Linear Time-Delay Systems 25  
        1.2.2 Stabilization of Linear Time-Delay Systems 27  
     1.3 Delays in Networked Control Systems 29  
     1.4 Delays in Multi-agent Systems 31  
     1.5 Summary 33  
  2 Mathematical Background 34  
     2.1 Signal and System Norms 34  
        2.1.1 mathcalL2 and mathcalH2 Norms 35  
        2.1.2 mathcalLp-Induced System Norms 37  
     2.2 Small-Gain Theorems 38  
        2.2.1 mathcalL2 Small-Gain Theorem 39  
        2.2.2 mathcalLinfty Small-Gain Theorem 40  
        2.2.3 Mean-Square Small-Gain Theorem 41  
     2.3 mathcalHinfty and mathcalH2 Optimal Control 43  
        2.3.1 Youla–Kuera Parameterization 44  
        2.3.2 Inner–Outer Factorization 46  
     2.4 Robust Stability Margin Problems 49  
        2.4.1 System Poles and Zeros 49  
        2.4.2 Analytic Function Interpolation 51  
        2.4.3 Gain and Phase Margin Problems 52  
     2.5 LMI and GEVP 54  
     2.6 Summary 55  
  3 Small-Gain Stability Conditions 56  
     3.1 Introduction 56  
     3.2 Uncertainty Modeling and Model Transformation 57  
     3.3 mathcalL2-Stability Conditions 61  
        3.3.1 Range-Independent Conditions 61  
        3.3.2 Range-Dependent Conditions 63  
        3.3.3 Extension to Noncentric Delay Intervals 69  
        3.3.4 Extension to Transformed Nominal Systems 72  
     3.4 mathcalLinfty-Stability Conditions 74  
        3.4.1 Delay-Independent Conditions 75  
        3.4.2 Delay-Dependent Conditions 79  
     3.5 Summary 82  
  4 Delay Margin 84  
     4.1 Introduction 84  
     4.2 Upper Bounds on the Delay Margin 86  
     4.3 Lower Bounds on the Delay Margin 92  
     4.4 Summary 105  
  5 Stabilization of Linear Systems with Time-Varying Delays 107  
     5.1 Introduction 107  
     5.2 Rate-Independent Bound 109  
     5.3 Rate-Dependent Conditions 110  
     5.4 Summary 119  
  6 Delay Margin Achievable by PID Controllers 120  
     6.1 Introduction 120  
     6.2 First-Order Unstable Systems 123  
     6.3 Second-Order Unstable Plants 127  
        6.3.1 Real Poles 127  
        6.3.2 Complex Conjugate Poles 134  
        6.3.3 Oscillatory Poles 137  
     6.4 Second-Order Examples 139  
     6.5 Effect of Nonminimum Phase Zeros 143  
     6.6 Unstable Plants with Time-Varying Delay 146  
     6.7 Summary 154  
  7 Delay Radius of MIMO Delay Systems 0  
     7.1 Introduction 155  
     7.2 Region of Stability 157  
     7.3 Uniform Delays 164  
     7.4 Region of Instability 165  
     7.5 Summary 175  
  8 Stabilization of Networked Delay Systems 176  
     8.1 Introduction 176  
     8.2 Mean-Square Stabilizability 178  
     8.3 SISO Systems 179  
     8.4 MIMO Systems 186  
     8.5 Summary 195  
  9 Consensus of Multi-agent Systems Under Delay 196  
     9.1 Introduction 196  
     9.2 Consensus over Undirected Graph 198  
     9.3 Consensus over Directed Graph 211  
     9.4 Summary 217  
  Appendix References 218  
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  Index 226  


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