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9781848000148

Distributed Consensus in Multi-Vehicle Cooperative Control

by ;
  • ISBN13:

    9781848000148

  • ISBN10:

    1848000146

  • Format: Hardcover
  • Copyright: 2007-11-01
  • Publisher: Springer Nature
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Summary

The coordinated use of autonomous vehicles has an abundance of potential applications from the domestic to the hazardously toxic. Frequently the communications necessary for the productive interplay of such vehicles may be subject to limitations in range, bandwidth, noise and other causes of unreliability.Information consensus guarantees that vehicles sharing information over a network topology have a consistent view of information critical to the coordination task. Assuming only neighbor-neighbor interaction between vehicles, Distributed Consensus in Multi-vehicle Cooperative Control develops distributed consensus strategies designed to ensure that the information states of all vehicles in a network converge to a common value. This approach strengthens the team, minimizing power consumption and the deleterious effects of range and other restrictions.The monograph is divided into six parts covering introductory, theoretical and experimental material and featuring:'¢ an overview of the use of consensus algorithms in cooperative control;'¢ consensus algorithms in single- and double-integrator dynamical systems;'¢ consensus algorithms for rigid-body attitude dynamics;'¢ rendezvous and axial alignment, formation control, deep-space formation flying, fire monitoring and surveillance.Notation drawn from graph and matrix theory and background material on linear and nonlinear system theory are enumerated in six appendices. The authors maintain a website at which can be found a sample simulation and experimental video material associated with experiments in several chapters of this book.Academic control systems researchers and their counterparts in government laboratories and robotics- and aerospace-related industries will find the ideas presented in Distributed Consensus in Multi-vehicle Cooperative Control of great interest. This text will also serve as a valuable support and reference for graduate courses in robotics, and linear and nonlinear control systems.

Author Biography

Wei Ren is an assistant professor in the Department of Electrical and Computer Engineering at Utah State University. He received his Ph.D. degree in electrical engineering from Brigham Young University, Provo, UT, in 2004. From October 2004 to July 2005, he was a research associate in the Department of Aerospace Engineering at the University of Maryland, College Park, MD. His research has been focusing on cooperative control for multiple autonmous vehicles and autonomous control of robotic vehicles. He is a member of the IEEE Control Systems Society and AIAA. Randal W. Beard received the B.S. degree in electrical engineering from the University of Utah, Salt Lake City in 1991, the M.S. degree in electrical engineering in 1993, the M.S. degree in mathematics in 1994, and the Ph.D. degree in electrical engineering in 1995, all from Rensselaer Polytechnic Institute, Troy, NY. Since 1996, he has been with the Electrical and Computer Engineering Department at Brigham Young University, Provo, UT, where he is currently an associate professor. In 1997 and 1998, he was a Summer Faculty Fellow at the Jet Propulsion Laboratory, California Institute of Technology, Pasadena, CA. In 2006 and 2007 he was a visiting research fellow at the Air Force Research Laboratory, Munitions Directorate, Eglin AFB, FL. His primary research focus is autonomous control of miniature air vehicles and multivehicle coordination and control. He is currently an associate editor for the IEEE Control Systems Magazine and the Journal of Intelligent and Robotic Systems.

Table of Contents

Overview of Consensus Algorithms in Cooperative Control
Overview of Consensus Algorithms in Cooperative Controlp. 3
Introductionp. 3
Literature Review: Consensus Algorithmsp. 6
Fundamental Consensus Algorithmsp. 7
Convergence Analysis of Consensus Algorithmsp. 9
Synthesis and Extensions of Consensus Algorithmsp. 15
Design of Coordination Strategies via Consensus Algorithmsp. 17
Monograph Overviewp. 21
Notesp. 22
Consensus Algorithms for Single-integrator Dynamics
Consensus Algorithms for Single-integrator Dynamicsp. 25
Fundamental Algorithmsp. 25
Consensus Under Fixed Interaction Topologiesp. 28
Consensus Using a Continuous-time Algorithmp. 28
Consensus Using a Discrete-time Algorithmp. 38
Consensus Under Dynamically Changing Interaction Topologiesp. 42
Consensus Using a Continuous-time Algorithmp. 45
Consensus Using a Discrete-time Algorithmp. 49
Simulation Resultsp. 50
Notesp. 52
Consensus Tracking with a Reference Statep. 55
Problem Statementp. 55
Constant Consensus Reference Statep. 56
Time-varying Consensus Reference Statep. 58
Fundamental Consensus Tracking Algorithmp. 61
Consensus Tracking Algorithm with Bounded Control Inputsp. 66
Information Feedback to the Consensus Reference Statep. 68
Extension to Relative State Deviationsp. 71
Notesp. 73
Consensus Algorithms for Double-integrator Dynamics
Consensus Algorithms for Double-integrator Dynamicsp. 77
Consensus Algorithmp. 77
Convergence Analysis Under Fixed Interaction Topologiesp. 79
Convergence Analysis Under Switching Interaction Topologiesp. 91
Consensus with Bounded Control Inputsp. 96
Consensus Without Relative State Derivative Measurementsp. 100
Notesp. 103
Extensions to a Reference Modelp. 105
Problem Statementp. 105
Consensus with a Reference for Information State Derivativesp. 106
Consensus with Coupling Between Neighbors' Information State Derivativesp. 106
Consensus Without Coupling Between Neighbors' Information State Derivativesp. 109
Consensus with References for Information States and Their Derivativesp. 111
Full Access to the Reference Modelp. 112
Leader-following Strategyp. 113
General Casep. 114
Notesp. 118
Consensus Algorithms for Rigid Body Attitude Dynamics
Consensus Algorithms for Rigid Body Attitude Dynamicsp. 123
Problem Statementp. 123
Attitude Consensus with Zero Final Angular Velocitiesp. 124
Attitude Consensus Without Absolute and Relative Angular Velocity Measurementsp. 128
Attitude Consensus with Nonzero Final Angular Velocitiesp. 131
Simulation Resultsp. 132
Notesp. 134
Relative Attitude Maintenance and Reference Attitude Trackingp. 141
Relative Attitude Maintenancep. 141
Fixed Relative Attitudes with Zero Final Angular Velocitiesp. 141
Time-varying Relative Attitudes and Angular Velocitiesp. 142
Reference Attitude Trackingp. 143
Reference Attitude Tracking with Attitudes Represented by Euler Parametersp. 143
Reference Attitude Tracking with Attitudes Represented by Modified Rodriguez Parametersp. 147
Simulation Resultsp. 150
Notesp. 152
Consensus-based Design Methodologies for Distributed Multivehicle Cooperative Control
Consensus-based Design Methodologies for Distributed Multivehicle Cooperative Controlp. 159
Introductionp. 159
Coupling in Cooperative Control Problemsp. 161
Objective Couplingp. 162
Local Couplingp. 162
Full Couplingp. 162
Dynamic Couplingp. 163
Approach to Distributed Cooperative Control Problems with an Optimization Objectivep. 163
Cooperation Constraints and Objectivesp. 164
Coordination Variables and Coordination Functionsp. 165
Centralized Cooperation Schemep. 166
Consensus Buildingp. 167
Approach to Distributed Cooperative Control Problems Without an Optimization Objectivep. 169
Coordination Variable Constituted by a Group-level Reference Statep. 170
Coordination Variable Constituted by Vehicle Statesp. 172
Literature Reviewp. 174
Formation Controlp. 174
Cooperation of Multiple UAVsp. 176
The Remainder of the Bookp. 178
Notesp. 178
Rendezvous and Axial Alignment with Multiple Wheeled Mobile Robotsp. 181
Experimental Platformp. 181
Experimental Implementationp. 182
Experimental Resultsp. 184
Rendezvousp. 185
Axial Alignmentp. 188
Lessons Learnedp. 188
Notesp. 189
Distributed Formation Control of Multiple Wheeled Mobile Robots with a Virtual Leaderp. 193
Distributed Formation Control Architecturep. 193
Experimental Results on a Multirobot Platformp. 197
Experimental Platform and Implementationp. 197
Formation Control with a Single Subgroup Leaderp. 199
Formation Control with Multiple Subgroup Leadersp. 200
Formation Control with Dynamically Changing Subgroup Leaders and Interrobot Interaction Topologiesp. 201
Notesp. 202
Decentralized Behavioral Approach to Wheeled Mobile Robot Formation Maneuversp. 207
Problem Statementp. 207
Formation Maneuversp. 209
Formation Controlp. 211
Coupled Dynamics Formation Controlp. 211
Coupled Dynamics Formation Control with Passivity-based Interrobot Dampingp. 214
Saturated Controlp. 216
Hardware Resultsp. 219
Notesp. 220
Deep Space Spacecraft Formation Flyingp. 225
Problem Statementp. 225
Reference Framesp. 226
Desired States for Each Spacecraftp. 226
Spacecraft Dynamicsp. 228
Decentralized Architecture via the Virtual Structure Approachp. 228
Centralized Architecturep. 228
Decentralized Architecturep. 229
Decentralized Formation Control Strategiesp. 232
Formation Control Strategies for Each Spacecraftp. 233
Formation Control Strategies for Each Virtual Structure Instantiationp. 234
Convergence Analysisp. 236
Discussionp. 239
Simulation Resultsp. 241
Notesp. 245
Cooperative Fire Monitoring with Multiple UAVsp. 247
Problem Statementp. 247
Fire Perimeter Tracking for a Single UAVp. 250
Cooperative Team Trackingp. 251
Latency Minimizationp. 251
Distributed Fire Monitoring Algorithmp. 253
Simulation Resultsp. 257
Fire Modelp. 257
Perimeter Trackingp. 257
Cooperative Trackingp. 258
Notesp. 260
Cooperative Surveillance with Multiple UAVsp. 265
Experimental Test Bedp. 265
Decentralized Cooperative Surveillancep. 268
Solution Methodologyp. 269
Simulation Resultsp. 271
Flight Testsp. 273
Notesp. 274
Selected Notations and Abbreviationsp. 279
Graph Theory Notationsp. 281
Matrix Theory Notationsp. 285
Rigid Body Attitude Dynamicsp. 289
Linear System Theory Backgroundp. 293
Nonlinear System Theory Backgroundp. 295
Referencesp. 299
Indexp. 317
Table of Contents provided by Publisher. All Rights Reserved.

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