A study on the design of robust power system stabilizer (PSS) using H∞ control

[目次]

  • Abstract / p7
  • Acknowledgments / p11
  • Contents / p13
  • List of Figures / p19
  • List of Tables / p23
  • Nomenclature / p25
  • 1 Introduction / p1
  • 1.1 Introduction / p1
  • 1.2 Outline of the Thesis / p4
  • 2 Traditional Design Methods of PSS / p7
  • 2.1 Introduction / p7
  • 2.2 Low Frequency Oscillation Phenomenon / p9
  • 2.3 Overview of the Conventional PSS / p11
  • 2.4 New Design Approaches of PSS / p12
  • 2.5 Need for Robust Control / p14
  • 3 Theoretical Background of H∞ Control Theory / p17
  • 3.1 Introduction / p17
  • 3.2 Robust Control Analysis / p25
  • 3.3 Algorithm for Computing H∞ Controllers / p27
  • 3.4 Synthesis of H∞ Controllers / p38
  • 4 H∞PSS Design in Previous Studies and Contributions of this Thesis / p49
  • 4.1 Introduction / p49
  • 4.2 Standard Uncertainty Representations / p51
  • 4.3 Fundamental Limitations of Multiplicative and/or Additive Uncertainty Representations / p53
  • 4.4 The Pole-Zero Cancellation Phenomenon / p53
  • 4.5 Synthesis of Robust H∞-PSS in Previous Studies / p54
  • 4.6 Power System Model / p56
  • 4.7 Contributions of this Thesis / p58
  • 4.8 Recapitulation of H∞-PSS Design Approaches Used in this Thesis / p60
  • 5 PSS Design Based on the Standard H∞ Approach Combined With the Bilinear Transform / p61
  • 5.1 Introduction / p61
  • 5.2 The Bilinear Pole Shifting Transform / p62
  • 5.3 Design of PSS Using Additive Uncertainty Representation / p64
  • 5.4 H∞-PSS Based on a Combination of Additive and Multiplicative Uncertainty Representations:A Comparison / p71
  • 5.5 Summary and Conclusions / p78
  • 6 Design of Robust H∞-PSS Using Numerator-Denominator Uncertainty Representation / p79
  • 6.1 Introduction / p79
  • 6.2 Uncertainty Representation and Robust Stability Condition / p80
  • 6.3 H∞-PSSs Based on the'Numerator-Denominator'Uncertainty Representation in Combination with the Bilinear Transform / p83
  • 6.4 H∞-PSSs Based on the'Numerator-Denominator'Uncertainty Representation in Conjunction with the Partial Pole Placement / p89
  • 6.5 Summary and Conclusions / p101
  • 7 Synthesis of H∞-PSS Using the Polynomial Approach / p103
  • 7.1 Introduction / p103
  • 7.2 General Issues Concerning the Synthesis of the PSS / p104
  • 7.3 Design Specifications / p107
  • 7.4 Procedure for Selecting the Weights / p108
  • 7.5 Choice of the Weighting Functions / p109
  • 7.6 Design of H∞-PSS Using ΔPe as input signal / p109
  • 7.7 Comparison of Δω and ΔPe H∞-PSSs / p115
  • 7.8 Summary and Conclusions / p125
  • 8 Conclusions / p127
  • 8.1 Conclusions / p127
  • 8.2 Recommendation for Future Research / p129
  • References / p131
  • Appendices / p143
  • A.Appendix to Chapter2 / p143
  • A.1 Nonlinear Equations of Power Systems / p143
  • A.2 Linearized Equations of Power Systems / p147
  • A.3 Parameters of the Machine / p148
  • B.Appendix to Chapter5 / p149
  • B.1 Transfer Functions of the Proposed PSSs in Section5.3 / p149
  • B.2 Transfer Functions of the PSSs in Section5.4 / p149
  • C.Appendix to Chapter6 / p151
  • C.1 Treatment of the Numerator-Denominator Uncertainty Representation / p151
  • C.2 Transfer Function of the PSS in Section6.3 / p152
  • C.3 Derivation of Equation6.12 / p152
  • C.4 Transfer Function of the PSSs in Section6.4 / p153
  • D.Appendix to Chapter7 / p154
  • D.1 Derivation of Equation7.5 / p154
  • D.2 Transfer Function of the Proposed ΔPe-PSS / p156
  • D.3 Bode Plots of the PSSs in Section7.6 / p156
  • D.4 Transfer Function of the Proposed Δω-PSS / p156
  • E.Author's Publications / p157
  • E.1 Full Papers / p157
  • E.2 International Conferences / p157
  • E.3 Japanese National Conferences / p158

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この本の情報

書名 A study on the design of robust power system stabilizer (PSS) using H∞ control
著作者等 Folly Komla Agbenyo
書名別名 H∞制御に基づくロバストな電力系統安定化装置の設計に関する研究
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