Multi-Agent Systems

Multi-Agent Systems: Platoon Control and Non-Fragile Quantized Consensus

by Guo, Xiang-Gui

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<P>1 Introduction </P><P>1.1 Platoon Control </P><P>1.2 Non-Fragile Quantized Consensus </P><P>1.3 Preview of Chapters </P><P></P><P>2 Preliminaries </P><P>2.1 Notations </P><P>2.2 Acronyms </P><P>2.3 String Stability Theory </P><P>2.4 Basic Algebraic Graph Theory </P><P>2.5 <I>H</I>∞ Performance Index </P><P>2.6 Some Other Definitions and Lemmas </P><P></P><P>3 String Stability of Vehicle Platoons with External Disturbances </P><P>3.1 Introduction </P><P>3.2 Model Description And Problem Formu…

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Title Statements

  • Full title :Multi-Agent Systems : Platoon Control and Non-Fragile Quantized Consensus / Xiang-Gui Guo, Jian-Liang Wang, Fang Liao, Rodney Teo.

Summary

<P>1 Introduction </P><P>1.1 Platoon Control </P><P>1.2 Non-Fragile Quantized Consensus </P><P>1.3 Preview of Chapters </P><P></P><P>2 Preliminaries </P><P>2.1 Notations </P><P>2.2 Acronyms </P><P>2.3 String Stability Theory </P><P>2.4 Basic Algebraic Graph Theory </P><P>2.5 <I>H</I>∞ Performance Index </P><P>2.6 Some Other Definitions and Lemmas </P><P></P><P>3 String Stability of Vehicle Platoons with External Disturbances </P><P>3.1 Introduction </P><P>3.2 Model Description And Problem Formulation </P><P>3.3 Design of Distributed Adaptive Integrated Sliding Mode (ISM) Control </P><P>3.4 Numerical Examples </P><P>3.5 Conclusion </P><P></P><P>4 String Stability of Vehicle Platoons with Nonlinear Acceleration Uncertainties</P><P>4.1 Introduction </P><P>4.2 Vehicle Platoon And Problem Formulation </P><P>4.3 Distributed Adaptive Integrated Sliding Mode Control (ISMC) Strategy</P><P>4.4 Simulation Study and Performance Results </P><P>4.5 Conclusion </P><P></P><P>5 CNN-Based Adaptive Control for Vehicle Platoon with Input Saturation </P><P>5.1 Introduction </P><P>5.2 Vehicle-Following Platoon Model and Preliminaries </P><P>5.3 Distributed Adaptive NN Control Design and Stability Analysis </P><P>5.4 Simulation Study and Performance Results </P><P>5.5 Conclusion </P><P></P><P>6 Adaptive Fuzzy Fault-Tolerant Control for Multiple High-Speed Trains </P><P>6.1 Introduction </P><P>6.2 High-Speed Train Dynamics and Preliminaries </P><P>6.3 PI-Based Sliding Mode and Coupled Sliding Mode </P><P>6.4 Adaptive Fuzzy Control Design and Stability Analysis </P><P>6.5 Simulation Study and Performance Results </P><P>6.6 Conclusion </P><P></P><P>7 Collision Avoidance for Vehicle Platoon with Input Deadzone and Spacing Constraints </P><P>7.1 Introduction </P><P>7.2 Vehicular Platoon Model And Preliminaries </P><P>7.3 Distributed Adaptive NN Control Design </P><P>7.4 Simulation Study </P><P>7.5 Conclusion </P><P></P><P>8 Neuro-Adaptive Quantized PID-Based SMC of Vehicular Platoon with Deadzone</P><P>8.1 Introduction </P><P>8.2 Vehicle-Following Platoon Model And Preliminaries </P><P>8.3 Neuro-Adaptive Quantized PIDSMC Design and Strong String Stability Analysis </P><P>8.4 Simulation Study </P><P>8.5 Conclusion </P><P></P><P>9 Low-Complexity Control of Vehicular Platoon with Asymmetric Saturation </P><P>9.1 Introduction </P><P>9.2 Vehicular Platoon Description </P><P>9.3 Adaptive PIDSMC Design and Strong String Stability Analysis </P><P>9.4 Simulation Results </P><P>9.5 Conclusion </P><P></P><P>10 Non-Fragile Quantized Consensus for Multi-Agent Systems Based On Incidence Matrix </P><P>10.1 Introduction </P><P>10.2 Uniform Quantizer and Logarithmic Quantizer </P><P>10.3 Problem Formulation </P><P>10.4 Non-Fragile Quantized Controller Design </P><P>10.5 Numerical Example </P><P>10.6 Conclusion </P><P></P><P>11 Non-Fragile <I>H</I>∞ Consensus for Multi-Agent Systems With Interval-Bounded Variations </P><P>11.1 Introduction </P><P>11.2 Problem Formulation </P><P>11.3 Non-Fragile <I>H</I>∞ Consensus For Multi-Agent Systems </P><P>11.4 Numerical Example </P><P>11.5 Conclusions </P><P></P><P>12 Quantized <I>H</I>∞ Consensus for Multi-Agent Systems With Quantization Mismatch </P><P>12.1 Introduction </P><P>12.2 Quantized <I>H</I>∞ Consensus for General Linear Dynamics </P><P>12.3 Quantized <I>H</I>∞ Consensus for Lipschitz Nonlinearity </P><P>12.4 Numerical Examples </P><P>12.4.1 Example 1 </P><P>12.4.2 Example 2 </P><P>12.5 Conclusion </P><P></P><P>Bibliography </P><P>Index </P>

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Edition Statements

  • Publication Date:2020

Publication Statements

  • Publisher(s):CRC Press
  • Place of Publication:Boca Raton, FL
  • Language:eng
  • Publication Date:2020

Notes

Includes bibliographical references and index.

The Physical Object

  • Description:1 Online-Ressource.

Edition Identifiers

  • ISBN:9780429287770, 0429287771, 9781000228960, 1000228967, 9781000264906, 1000264904, 9781000300840, 1000300846
  • DOI:10.1201/9780429287770
  • oclc:on1159982454
  • LC Classification:QA76.76.I58
  • Dewey Decimal:006.3/0285436

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