Textbook covering the fundamentals of circuit analysis and design, now with additional examples, exercises, and problems
The Analysis and Design of Linear Circuits, 10th Edition, taps into engineering students? desire to explore, create, and put their learning into practice by presenting linear circuit theory, with an emphasis on circuit analysis and how to evaluate competing designs. The text integrates active and passive linear circuits, allowing students to understand and design a wide range of circuits, solve analytical problems, and devise solutions to problems.
The authors use both phasors and Laplace techniques for AC circuits, enabling better understanding of frequency response, filters, AC power, and transformers. The authors have increased the integration of MATLAB® and Multisim in the text and revised content to be up-to-date with technology when appropriate. The text uses a structured pedagogy where objectives are stated in each chapter opener and examples and exercises are developed so that the students achieve mastery of each objective. The available problems revisit each objective and a suite of problems of increasing complexity task the students to check their understanding.
Topics covered in The Analysis and Design of Linear Circuits, 10th Edition, include: - Basic circuit analysis, including element, connection, combined, and equivalent circuits, voltage and current division, and circuit reduction - Circuit analysis techniques, including node-voltage and mesh-current analysis, linearity properties, maximum signal transfer, and interface circuit design - Signal waveforms, including the step, exponential, and sinusoidal waveforms, composite waveforms, and waveform partial descriptors- Laplace transforms, including signal waveforms and transforms, basic properties and pairs, and pole-zero and Bode diagrams - Network functions, including network functions of one- and two-port circuits, impulse response, step response, and sinusoidal response- An appendix that lists typical RLC component values and tolerances along with a number of reference tables and OP AMP building blocks that are foundational for analysis and design.
With an overarching goal of instilling smart judgment surrounding design problems and innovative solutions, The Analysis and Design of Linear Circuits, 10th Edition, provides inspiration and motivation alongside an essential knowledge base. The text is designed for two semesters and is complemented with robust supplementary material to enhance various pedagogical approaches, including an Instructors Manual which features an update on how to use the book to complement the 2022-23 ABET accreditation criteria, 73 lesson outlines using the new edition, additional Instructor Problems, and a Solutions Manual.
Table of Contents
Chapter 1 Introduction 1
1 - 1 About This Book 2
1 - 2 Symbols and Units 4
1 - 3 Circuit Variables 5
1 - 4 Computational and Simulation Software Introduction 11
Summary 12
Problems P- 1
Integrating Problems P- 2
Chapter 2 Basic circuit Analysis 15
2 - 1 Element Constraints 16
2 - 2 Connection Constraints 21
2 - 3 Combined Constraints 28
2 - 4 Equivalent Circuits 35
2 - 5 Voltage and Current Division 43
2 - 6 Circuit Reduction 52
2 - 7 Computer-Aided Circuit Analysis 56
Summary 62
Problems P- 5
Integrating Problems P- 13
Chapter 3 circuit Analysis Techniques 63
3 - 1 Node-Voltage Analysis 64
3 - 2 Mesh-Current Analysis 80
3 - 3 Linearity Properties 88
3 - 4 Thévenin and Norton Equivalent Circuits 98
3 - 5 Maximum Signal Transfer 109
3 - 6 Interface Circuit Design 112
Summary 124
Problems P- 17
Integrating Problems P- 27
Chapter 4 Active circuits 125
4 - 1 Linear Dependent Sources 126
4 - 2 Analysis of Circuits with Dependent Sources 127
4 - 3 The Operational Amplifier 149
4 - 4 OP AMP Circuit Analysis 157
4 - 5 OP AMP Circuit Design 174
4 - 6 OP AMP Circuit Applications 181
Summary 206
Problems P- 31
Integrating Problems P- 42
Chapter 5 Signal Waveforms 207
5 - 1 Introduction 208
5 - 2 The Step Waveform 209
5 - 3 The Exponential Waveform 214
5 - 4 The Sinusoidal Waveform 220
5 - 5 Composite Waveforms 227
5 - 6 Waveform Partial Descriptors 234
Summary 240
Problems P- 45
Integrating Problems P- 50
Chapter 6 capacitance and Inductance 241
6 - 1 The Capacitor 242
6 - 2 The Inductor 249
6 - 3 Dynamic OP AMP Circuits 256
6 - 4 Equivalent Capacitance and Inductance 265
Summary 269
Problems P- 53
Integrating Problems P- 58
Chapter 7 First- and Second-order circuits 271
7 - 1 RC and RL Circuits 272
7 - 2 First-Order Circuit Step Response 284
7 - 3 Initial and Final Conditions 293
7 - 4 First-Order Circuit Response to Exponential and Sinusoidal Inputs 300
7 - 5 The Series RLC Circuit 309
7 - 6 The Parallel RLC Circuit 320
7 - 7 Second-Order Circuit Step Response 325
Summary 336
Problems P- 61
Integrating Problems P- 69
Chapter 8 Sinusoidal Steady-state Response 337
8 - 1 Sinusoids and Phasors 338
8 - 2 Phasor Circuit Analysis 344
8 - 3 Basic Phasor Circuit Analysis and Design 350
8 - 4 Circuit Theorems with Phasors 366
8 - 5 General Circuit Analysis with Phasors 379
8 - 6 Energy and Power 394
Summary 399
Problems P- 73
Integrating Problems P- 82
Chapter 9 Laplace Transforms 401
9 - 1 Signal Waveforms and Transforms 402
9 - 2 Basic Properties and Pairs 406
9 - 3 Pole-Zero Diagrams 414
9 - 4 Inverse Laplace Transforms 417
9 - 5 Circuit Response Using Laplace Transforms 428
9 - 6 Initial and Final Value Properties 436
Summary 439
Problems P- 85
Integrating Problems P- 89
Chapter 10 s-Domain Circuit Analysis 441
10- 1 Transformed Circuits 442
10- 2 Basic Circuit Analysis in the s Domain 451
10- 3 Circuit Theorems in the s Domain 457
10- 4 Node-Voltage Analysis in the s Domain 467
10- 5 Mesh-Current Analysis in the s Domain 476
10- 6 Summary of s -Domain Circuit Analysis 482
Summary 486
Problems P- 93
Integrating Problems P- 101
Chapter 11 Network Functions 487
11- 1 Definition of a Network Function 488
11- 2 Network Functions of One- and Two-Port Circuits 491
11- 3 Network Functions and Impulse Response 503
11- 4 Network Functions and Step Response 506
11- 5 Network Functions and Sinusoidal Steady-State Response 510
11- 6 Impulse Response and Convolution 519
11- 7 Network Function Design and Evaluation 525
Summary 540
Problems P- 105
Integrating Problems P- 112
Chapter 12 Frequency Response 543
12- 1 The Electromagnetic Spectrum and Frequency-Response Descriptors 544
12- 2 Bode Diagram Descriptors 547
12- 3 First-Order Low-Pass and High-Pass Responses 549
12- 4 Bandpass and Bandstop Responses 566
12- 5 The Frequency Response of RLC Circuits 574
12- 6 Bode Diagrams 584
12- 7 Frequency Response and Step Response 596
Summary 602
Problems P- 115
Integrating Problems P- 122
Chapter 13 Fourier Series 603
13- 1 Overview of Fourier Series 604
13- 2 Fourier Coefficients 605
13- 3 Waveform Symmetries 615
13- 4 Circuit Analysis Using the Fourier Series 617
13- 5 RMS Value and Average Power 626
Summary 633
Problems P- 127
Integrating Problems P- 131
Chapter 14 Active Filter Design 635
14- 1 Active Filters 636
14- 2 Second-Order Low-Pass and High-Pass Filters 637
14- 3 Second-Order Bandpass and Bandstop Filters 646
14- 4 Low-Pass Filter Design 656
14- 5 Low-Pass Filter Evaluation 677
14- 6 High-Pass Filter Design and Evaluation 682
14- 7 Bandpass and Bandstop Filter Design 694
Summary 700
Problems P- 133
Integrating Problems P- 137
Chapter 15 Mutual Inductance and Transformers 701
15- 1 Coupled Inductors 702
15- 2 The Dot Convention 704
15- 3 Energy Analysis 709
15- 4 The Ideal Transformer 711
15- 5 Linear Transformers 719
Summary 726
Problems P- 141
Integrating Problems P- 143
Chapter 16 Ac Power Systems 729
16- 1 Average and Reactive Power 730
16- 2 Complex Power 732
16- 3 Single-Phase Circuit Analysis 735
16- 4 Single-Phase Power Flow 740
16- 5 Balanced Three-Phase Circuits 745
16- 6 Three-Phase Circuit Analysis 750
16- 7 Three-Phase Power Flow 763
Summary 766
Problems P- 145
Integrating Problems P- 150
Chapter 17 Two-port Networks 767
17- 1 Introduction 768
17- 2 Impedance Parameters 769
17- 3 Admittance Parameters 772
17- 4 Hybrid Parameters 774
17- 5 Transmission Parameters 777
17- 6 Two-Port Conversions and Connections 780
Summary 785
Problems P- 151
Integrating Problems P- 153
Chapter 18 Fourier Transforms 787
18- 1 Introduction to Fourier Transforms 788
18- 2 Circuit Analysis Using Fourier Transforms 803
18- 3 Impulse Response and Convolution 806
18- 4 Parseval’ sTheorem 809
Summary 814
Problems P- 155
Integrating Problems P- 157
Appendix A Solution of Linear Equations A- 1
Appendix B Butterworth and Chebyshev Poles B- 1
Appendix C Behaviorally Motivated Learning C- 1
Appendix D Computational Tools D- 1
Appendix E Solutions To Exercises (Available online) E- 1
Appendix F Complex Numbers F- 1
Appendix G Standard Values and References G- 1
Appendix H Answers to Selected Problems H- 1
Index I- 1
