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Full Description
* The new edition of Thomas' Analysis and Design of Linear Circuits features more skill examples, exercises, and associated problems. * Specific topics emphasized are Thevenin Equivalent Circuits, Nodal and Mesh Analysis, Op-Amp Circuits, and Phasor Analysis. * Furthermore the text is enhanced with great support to developing fundamental skills by adding similar-type skill problems.
Contents
Chapter 1 Introduction 1 1 -1 About This Book 2 1 -2 Symbols and Units 3 1 -3 Circuit Variables 5 1 -4 Computational and Simulation Software Introduction 10 Summary 12 Problems 12 Integrating Problems 15 Chapter 2 Basic Circuit Analysis 16 2 -1 Element Constraints 17 2 -2 Connection Constraints 22 2 -3 Combined Constraints 28 2 -4 Equivalent Circuits 34 2 -5 Voltage And Current Division 42 2 -6 Circuit Reduction 50 2 -7 Computer - Aided Circuit Analysis 54 Summary 59 Problems 59 Integrating Problems 69 Chapter 3 Circuit Analysis Techniques 72 3 -1 Node - Voltage Analysis 73 3 -2 Mesh - Current Analysis 89 3 -3 Linearity Properties 97 3 -4 Thevenin and Norton Equivalent Circuits 107 3 -5 Maximum Signal Transfer 118 3 -6 Interface Circuit Design 121 Summary 133 Problems 133 Integrating Problems 147 Chapter 4 Active Circuits 150 4 -1 Linear Dependent Sources 151 4 -2 Analysis Of Circuits With Dependent Sources 152 4 -3 The Operational Amplifier 171 4 -4 Op Amp Circuit Analysis 178 4 -5 Op Amp Circuit Design 193 4 -6 Op Amp Circuit Applications 199 Summary 217 Problems 218 Integrating Problems 231 Chapter 5 Signal Waveforms 233 5 -1 Introduction 234 5 -2 The Step Wave Form 235 5 -3 The Exponential Wave Form 240 5 -4 The Sinusoidal Wave Form 245 5 -5 Composite Waveforms 252 5 -6 Wave Form Partial Descriptors 259 Summary 265 Problems 266 Integrating Problems 272 Chapter 6 Capacitance and Inductance 274 6 -1 The Capacitor 275 6 -2 The Inductor 282 6 -3 Dynamic OP AMP Circuits 288 6 -4 Equivalent Capacitance and Inductance 296 Summary 300 Problems 300 Integrating Problems 306 Chapter 7 First- and Second-Order Circuits 309 7 - 1 RC and Rl Circuits 310 7 -2 First - Order Circuit Step Response 321 7 -3 Initial and Final Conditions 329 7 -4 First - Order Circuit Response To Exponential and Sinusoidal Inputs 336 7 -5 The Series RlC Circuit 344 7 -6 The Parallel RlC Circuit 353 7 -7 Second-Order Circuit Step Response 359 Summary 368 Problems 369 Integrating Problems 378 Chapter 8 Sinusoidal Steady-State Response 382 8 -1 Sinusoids and Phasors 383 8 -2 Phasor Circuit Analysis 389 8 -3 Basic Phasor Circuit Analysis and Design 394 8 -4 Circuit Theorems with Phasors 409 8 -5 General Circuit Analysis with Phasors 422 8 -6 Energy and Power 435 Summary 440 Problems 441 Integrating Problems 451 Chapter 9 Laplace Transforms 453 9 -1 Signal Wave Forms and Transforms 454 9 -2 Basic Properties and Pairs 458 9 -3 Pole -Zero Diagrams 466 9 -4 Inverse Laplace Transforms 469 9 -5 Circuit Response Using Laplace Transforms 480 9 -6 Initial and Final Value Properties 488 Summary 490 Problems 491 Integrating Problems 496 Chapter 10 S-Domain Circuit Analysis 498 10-1 Transformed Circuits 499 10-2 Basic Circuit Analysis in the S Domain 508 10-3 Circuit Theorems in the S Domain 513 10-4 Nod E - Voltage Analysis in the S Domain 523 10-5 Me S H - Current Analysis in the S Domain 532 10-6 Summary of S-Domain Circuit Analysis 538 Summary 542 Problems 542 Integrating Problems 552 Chapter 11 Network Functions 554 11-1 Definition of a Network Function 555 11-2 Network Functions of One - and Two - Port Circuits 558 11-3 Network Functions and Impulse Response 569 11-4 Network Functions and S T Ep Response 572 11-5 Network Functions and Sinusoidal Steady - State Response 576 11-6 Impulse Response and Convolutuion 583 11-7 Graphical Approach to Convolution 587 11-8 Network Function Design and Evaluation 589 Summary 605 Problems 605 Integrating Problems 613 Chapter 12 Frequency Response 616 12-1 Frequency -Response Descriptors 617 12-2 Bode Diagrams 619 12-3 First - Order Low-Pass and High -Pass Responses 621 12-4 Bandpass and Bandstop Responses 637 12-5 The Frequency Response of RlC Circuits 643 12-6 Bode Diagrams with Real Poles and Zeros 652 12-7 Bode Diagrams with Complex Poles and Zeros 661 12-8 Frequency Response and Step Response 667 Summary 673 Problems 673 Integrating Problems 683 Chapter 13 Fourier Series 686 13-1 Overview of Fourier Series 687 13-2 Fourier Coefficients 688 13-3 Wave Form Symmetries 697 13-4 Circuit Analysis Using the Fourier Series 699 13-5 RMS Value and Average Power 706 Summary 712 Problems 712 Integrating Problems 717 Chapter 14 Active Filter Design 719 14-1 Active Filters 720 14-2 Second-Order Low - Pass And High - Pass Filters 721 14-3 Second-Order Bandpass and Bandstop Filters 730 14-4 Low - Pass Filter Design 739 14-5 Lo W - Pass Filter Evaluation 757 14-6 High - Pass Filter Design 760 14-7 Bandpass and Bandstop Filter Design 773 Summary 776 Problems 777 Integrating Problems 782 Chapter 15 Mutual Inductance and Transformers 785 15-1 Coupled Inductors 786 15-2 The Dot Convention 788 15-3 Energy Analysis 790 15-4 The Ideal Transformer 792 15-5 Linear Transformers 799 Summary 806 Problems 806 Integrating Problems 809 Chapter 16 AC Power Systems 811 16-1 Average and Reactive Power 812 16-2 Complex Power 814 16-3 Single - Phase Circuit Analysis 817 16-4 Single - Phase Power Flow 821 16-5 Balanced Three - Phase Circuits 825 16-6 Three - Phase Circuit Analysis 830 16-7 Three - Phase Power Flow 841 Summary 843 Problems 844 Integrating Problems 849 Appendix A Complex Numbers 850 Answers To Selected Problems 854 Index 000 Web Chapter 17 Two-Port Networks 17-1 Introduction 17-2 Impedance Parameters 17-3 Admittance Parameters 17-4 Hybrid Parameters 17-5 Transmission Parameters 17-6 Two-Port Conversions And Connections Summary Problems Integrating Problems Web Appendix A - Solution Of Linear Equations Web Appendix B - Butterwort H and Chebychev Poles Web Appendix C - Fourth Transform Web Appendix D - Computational Tools Web Appendix E - Solutions to Exercises
