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自动控制系统  第8版
自动控制系统  第8版

自动控制系统 第8版PDF电子书下载

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  • 电子书积分:18 积分如何计算积分?
  • 作 者:(美)库沃(Kuo,B.C.),(美)高那菲(Golnaraghi,F.)著
  • 出 版 社:高等教育出版社
  • 出版年份:2003
  • ISBN:7040137852
  • 页数:609 页
图书介绍:本书是教育部高教司推荐的国外优秀信息科学与技术系列教学用书之一。本书共分11章,主要内容包括:绪论;数学基础;结构图和信号流图;物理系统建模;状态变量分析;线性系统的稳定性;控制系统的时域分析;根轨迹方法;频域分析;控制系统的设计;虚拟实验室等。本书从第1版到现在已有40多年的历史,第8版的不同是:为使原书的内容更加完整流畅,将原来版本中的一些内容作为附录放在光盘中;光盘同时提供了自动控制系统工具箱(ACSYS toolbox)和需要使用的MATLAB文件;另外光盘还提供了书中部分习题的答案。本书可供高等院校自动化专业本科生作为教材使用,也可供有关工程技术人员参考使用。
《自动控制系统 第8版》目录

CHAPTER 1 Introduction 1

1-1 Introduction 1

1-1-1 Basic Components of a Control System 2

1-1-2 Examples of Control-System Applications 2

1-1-3 Open-Loop Control Systems(Nonfeed-back Systems) 6

1-1-4 Closed-loop Control Systems(Feedback Control Systems) 7

1-2 What is Feedback and What are its Effects? 8

1-2-1 Effect of Feedback on Overall Gain 8

1-2-2 Effect of Feedback on Stability 9

1-2-3 Effect of Feedback on External Disturbance or Noise 10

1-3 Types of Feedback Control Systems 11

1-3-1 Linear versus Nonlinear Control Systems 11

1-3-2 Time-Invariant versus Time-Varying Systems 12

1-4 Summary 15

CHAPTER 2 Mathematical Foundation 16

2-1 Introduction 16

2-2 Laplace Transform 17

2-2-1 Definition of the Laplace Transform 17

2-2-2 Inverse Laplace Transformation 18

2-2-3 Important Theorems of the Laplace Transform 19

2-3 Inverse Laplace Transform by Partial-Fraction Expansion 21

2-3-1 Partial-Fraction Expansion 22

2-4 Application of the Laplace Transform to the Solution of Linear Ordinary Differential Equations 25

2-5 Impulse Response and Transfer Functions of Linear Systems 27

2-5-1 Impulse Response 27

2-5-2 Transfer Function(Single-Input,Single-Output Systems) 27

2-5-3 Transfer Function(Multivariable Systems) 29

2-6 MATLAB Tools and Case Studies 30

2-6-1 Description and Use of Transfer Function Tool 30

2-7 Summary 41

CHAPTER 3 Block Diagrams and Signal-Flow Graphs 44

3-1 Block Diagrams 44

3-1-1 Block Diagrams of Control Systems 45

3-1-2 Block Diagrams and Transfer Functions of Multivariable Systems 46

3-2 Signal-Flow Graphs (SFGs) 48

3-2-1 Basic Elements of an SFG 49

3-2-2 Summary of the Basic Properties of SFG 50

3-2-3 Definitions of SFG Terms 51

3-2-4 SFG Algebra 53

3-2-5 SFG of a Feedback Control System 54

3-2-6 Gain Formula for SFG 54

3-2-7 Application of the Gain Formula between Output Nodes and Noninput Nodes 56

3-2-8 Application of the Gain Formula to Block Diagrams 57

3-3 State Diagram 58

3-3-1 From Differential Equations to State Diagram 59

3-3-2 From State Diagram to Transfer Function 61

3-3-3 From State Diagram to State and Output Equations 61

3-4 MATLAB Tools and Case Studies 63

3-5 Summary 65

CHAPTER 4 Modeling of Physical Systems 77

4-1 Introduction 77

4-2 Modeling of Electrical Networks 77

4-3 Modeling of Mechanical Systems Elements 80

4-3-1 Translational Motion 80

4-3-2 Rotational Motion 83

4-3-3 Conversion Between Translational and Rotational Motions 85

4-3-4 Gear Trains 86

4-3-5 Backlash and Dead Zone(Nonlinear Characteristics) 88

4-4 Equations of Mechanical Systems 89

4-5 Sensors and Encoders in Control Systems 94

4-5-1 Potentiometer 94

4-5-2 Tachometers 99

4-5-3 Incremental Encoder 100

4-6 DC Motors in Control Systems 103

4-6-1 Basic Operational Principles of DC Motors 104

4-6-2 Basic Classifications of PM DC Motors 104

4-6-3 Mathematical Modeling of PM DC Motors 107

4-7 Linearization of Nonlinear Systems 110

4-8 Systems with Transportation Lags(Time Delays) 114

4-8-1 Approximation of the Time-Delay Function by Rational Functions 115

4-9 A Sun-Seeker System 116

4-9-1 Coordinate System 117

4-9-2 Error Discriminator 117

4-9-3 Op-Amp 118

4-9-4 Servoamplifier 118

4-9-5 Tachometer 118

4-9-6 DC Motor 118

4-10 MATLAB Tools and Case Studies 120

4-11 Summary 120

CHAPTER 5 State Variable Analysis 138

5-1 Introduction 138

5-2 Vector-Matrix Representation of State Equations 138

5-3 State-Transition Matrix 140

5-3-1 Significance of the State-Transition Matrix 141

5-3-2 Properties of the State-Transition Matrix 142

5-4 State-Transition Equation 143

5-4-1 State-Transition Equation Determined from the State Diagram 145

5-5 Relationship between State Equations and High-Order Differential Equations 147

5-6 Relationship between State Equations and Transfer Functions 149

5-7 Characteristic Equations,Eigenvalues,and Eigenvectors 151

5-7-1 Eigenvalues 152

5-7-2 Eigenvectors 153

5-8 Similarity Transformation 155

5-8-1 Invariance Properties of the Similarity Transformations 156

5-8-2 Controllability Canonical Form(CCF) 156

5-8-3 Observability Canonical Form(OCF) 158

5-8-4 Diagonal Canonical Form(DCF) 159

5-8-5 Jordan Canonical Form (JCF) 160

5-9 Decompositions of Transfer Functions 161

5-9-1 Direct Decomposition 162

5-9-2 Cascade Decomposition 166

5-9-3 Parallel Decomposition 167

5-10 Controllability of Control Systems 169

5-10-1 General Concept of Controllability 170

5-10-2 Detinition of State Controllability 171

5-10-3 Alternate Tests on Controllability 171

5-11 Observability of Linear Systems 173

5-11-1 Definition of Observability 173

5-11-2 Alternate Tests on Observability 174

5-12 Relationship Among Controllability,Observability,and Transfer Functions 175

5-13 Invariant Theorems on Controllability and Observability 177

5-14 A Final Illustrative Example:Magnetic-Ball Suspension System 178

5-15 MATLAB Tools and Case Studies 181

5-15-1 Description and Use of the State-Space Analysis Tool 182

5-15-2 Description and Use of tfsym for State-Space Applications 189

5-15-3 Another Example 189

5-16 Summary 195

CHAPTER 6 Stability of Linear Control Systems 211

6-1 Introduction 211

6-2 Bounded-Input,Bounded-Output(BIBO)Stability—Continuous-Data Systems 212

6-2-1 Relationship between Characteristic Equation Roots and Stability 212

6-3 Zero-Input and Asymptotic Stability of Continuous-Data Systems 213

6-4 Methods of Determining Stability 215

6-5 Routh-Hurwitz Criterion 216

6-5-1 Routh’s Tabulation(1) 217

6-5-2 Special Cases When Routh’s Tabulation Terminates Prematurely 219

6-6 MATLAB Tools and Case Studies 222

6-7 Summary 226

CHAPTER 7 Time-Domain Analysis of Control Systems 233

7-1 Time Response of Continuous-Data Systems:Introduction 233

7-2 Typical Test Signals for the Time Response of Control Systems 234

7-3 The Unit-Step Response and Time-Domain Specifications 236

7-4 Steady-State Error 237

7-4-1 Steady-State Error of Linear Continuous-Data Control Systems 237

7-4-2 Steady-State Error Caused by Nonlinear System Elements 249

7-5 Time Response of a First-Order System 251

7-5-1 Speed Control of a DC Motor 251

7-6 Transient Response of a Prototype Second-Order System 253

7-6-1 Damping Ratio and Damping Factor 253

7-6-2 Natural Undamped Frequency 255

7-6-3 Maximum Overshoot 257

7-6-4 Delay Time and Rise Time 259

7-6-5 Settling Time 261

7-7 Time-Domain Analysis of a Position-Control System 265

7-7-1 Unit-Step Transient Response 268

7-7-2 The Steady-State Response 271

7-7-3 Time Response to a Unit-Ramp Input 271

7-7-4 Time Response of a Third-Order System 273

7-8 Effects of Adding Poles and Zeros to Transfer Functions 276

7-8-1 Addition of a Pole to the Forward-Path Transfer Function:Unity-Feedback Systems 276

7-8-2 Addition of a Pole to the Closed-Loop Transfer Function 277

7-8-3 Addition of a Zero to the Closed-Loop Transfer Function 279

7-8-4 Addition of a Zero to the Forward-Path Transfer Function:Unity-Feedback Systems 280

7-9 Dominant Poles of Transfer Functions 281

7-9-1 The Relative Damping Ratio 282

7-9-2 The Proper Way of Neglecting the Insignificant Poles with Consideration of the Steady-State Response 282

7-10 The Approximation of High-Order Systems by Low- Order System the Formal Approach 283

7-10-1 Approximation Criterion 284

7-11 MATLAB Tools and Case Studies 293

7-12 Summary 307

CHAPTER 8 Root-Locus Technique 318

8-1 Introduction 318

8-2 Basic Properties of the Root Loci(RL) 319

8-3 Properties of the Root Loci 323

8-3-1 K=0 and K=±∞ Points 323

8-3-2 Number of Branches on the Root Loci 324

8-3-3 Symmetry of the RL 324

8-3-4 Angles of Asymptotes of the RL:Behavior of the RL at ︳s|=∞ 324

8-3-5 Intersect of the Asymptotes(Centroid) 325

8-3-6 Root Loci on the Real Axis 325

8-3-7 Angles of Departure and Angles of Arrival of the RL 325

8-3-8 Intersection of the RL with the Imaginary Axis 326

8-3-9 Breakaway Points (Saddle Points)on the RL 326

8-3-10 The Root Sensitivity [17,18,19] 326

8-4 Design Aspects of the Root Loci 330

8-4-1 Effects of Adding Poles and Zeros to G(s)H(s) 330

8-5 Root Contours(RC):Multiple-Parameter Variation 336

8-6 Root Locus with the MATLAB Toolbox 342

8-7 Summary 345

CHAPTER 9 Frequency-Domain Analysis 352

9-1 Introduction 352

9-1-1 Frequency Response of Closed-Loop Systems 353

9-1-2 Frequency-Domain Specifiications 355

9-2 M?W? and Bandwidth of the Prototype Second-Order System 356

9-2-1 Resonant Peak and Resonant Frequency 356

9-2-2 Bandwidth 358

9-3 Effects of Adding a Zero to the Forward-Path Transfer Function 360

9-4 Effects of Adding a Pole to the Forward-Path Transfer Function 364

9-5 Nyquist Stability Criterion:Fundamentals 365

9-5-1 Stability Problem 366

9-5-2 Definition of Encircled and Enclosed 366

9-5-3 Number of Encirclements and Enclosures 367

9-5-4 Principle of the Argument 368

9-5-5 Nyquist Path 372

9-5-6 Nyquist Criterion and the L(s)or the G(s)H(s)plot 373

9-6 Nyquist Criterion for Systems with Minimum-Phase Transfer Functions 374

9-6-1 Application of the Nyquist Criterion to Minimum-Phase Transfer Functions that Are Not Strictly Proper 375

9-7 Relation Between the Root Loci and the Nyquist Plot 376

9-8 Illustrative Examples: Nyquist Criterion for Minimum-Phase Transfer Functions 378

9-9 Effects of Addition of Poles and Zeros to L(s)on the Shape of the Nyquist Plot 382

9-10 Relative Stability: Gain Margin and Phase Margin 386

9-10-1 Gain Margin(GM) 388

9-10-2 Phase Margin(PM) 389

9-11 Stability Analysis with the Bode Plot 392

9-11-1 Bode Plots of Systems with Pure Time Delays 394

9-12 Relative Stability Related to the Slope of the Magnitude Curve of the Bode Plot 396

9-12-1 Conditionally Stable System 396

9-13 Stability Analysis with the Magnitude-Phase Plot 399

9-14 Constant-M Loci in the Magnitude-Phase Plane:The Nichols Chart 400

9-15 Nichols Chart Applied to Nonunity-Feedback Systems 406

9-16 Sensitivity Studies in the Frequency Domain 407

9-17 MATLAB Tools and Case Studies 409

9-18 Summary 421

CHAPTER 10 Design of Control Systems 433

10-1 Introduction 433

10-1-1 Design Specifications 433

10-1-2 Controller Configurations 435

10-1-3 Fundamental Principles of Design 437

10-2 Design with the PD Controller 438

10-2-1 Time-Domain Interpretation of PD Control 440

10-2-2 Frequency-Domain Interpretation of PD Control 442

10-2-3 Summary of Effects of PD Control 442

10-3 Design with the PI Controller 454

10-3-1 Time-Domain Interpretation and Design of PI Control 456

10-3-2 Frequency-Domain Interpretation and Design of PI Control 456

10-4 Design with the PID Controller 468

10-5 Design with Phase-Lead Controller 471

10-5-1 Time-Domain Interpretation and Design of Phase-Lead Control 473

10-5-2 Frequency-Domain Interpretation and Design of Phase-Lead Control 474

10-5-3 Effects of Phase-Lead Compensation 489

10-5-4 Limitations of Single-Stage Phase-Lead Control 489

10-5-5 Multistage Phase-Lead Controller 489

10-5-6 Sensitivity Considerations 493

10-6 Design with Phase-Lag Controller 494

10-6-1 Time-Domain Interpretation and Design of Phase-Lag Control 494

10-6-2 Frequency-Domain Interpretation and Design of Phase-Lag Control 496

10-6-3 Effects and Limitations of Phase-Lag Control 506

10-7 Design with Lead-Lag Controller 507

10-8 Pole-Zero Cancellation Design:Notch Filter 508

10-8-1 Second-Order Active Filter 511

10-8-2 Frequency-Domain Interpretation and Design 512

10-9 Forward and Feedforward Controllers 520

10-10 Design of Robust Control Systems 521

10-11 Minor-Loop Feedback Control 530

10-11-1 Rate-Feedback or Tachometer-Feedback Control 531

10-11-2 Minor-Loop Feedback Control with Active Filter 532

10-12 State-Feedback Control 534

10-13 Pole-Placement Design through State Feedback 535

10-14 State Feedback with Integral Control 540

10-15 MATLAB Tools and Case Studies 545

10-16 Summary 558

CHAPTER 11 The Virtual Lab 578

11-1 Introduction 578

11-2 Important Aspects in the Response of a DC Motor 579

11-2-1 Speed Response and the Effects of Inductance and Disturbance-Open Loop Response 579

11-2-2 Speed Control of DC Motors: Closed-Loop Response 581

11-2-3 Position Control 582

11-3 Description of the Virtual Experimental System 583

11-3-1 Motor 584

11-3-2 Position Sensor or Speed Sensor 584

11-3-3 Power Amplifier 584

11-3-4 Interface 584

11-4 Description of SIMLab and Virtual Lab Software 585

11-5 Simulation and Virtual Experiments 589

11-5-1 Open-Loop Speed 589

11-5-2 Open-Loop Sine Input 591

11-5-3 Speed Control 593

11-5-4 Position Control 596

11-6 Design Project 598

11-7 Summary 603

INDEX 606

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