Circuit analysis is the fundamental gateway course for computer and electrical engineering majors. Irwin and Nelms' Engineering Circuit Analysis has long been regarded as the most dependable textbook on the subject. Focusing on the most complete set of pedagogical tools available and student-centered learning design, this book helps students complete the connection between theory and practice andbuild their problem-solving skills. Key concepts are explained multiple times in varying formats to support diverse learning styles, followed by detailed examples, including application and design examples. These are then followed by Learning Assessments, which allow students to work similar problems and check their results against the answers provided. At the end of each chapter, the book includes a robust set of conceptual and computational problems at a wide range of difficulty levels. This International Adaptation enhances the coverage of network theorems by adding new theorems such as reciprocity, compensation, and Millman's, and strengthens the topic of filter networks by including cascaded and Butterworth filters. This edition also includes inverse hybrid and inverse transmission parameters to describe two-port networks and a dedicated chapter on diodes.

Includes index. "The content provided in this textbook is based on Basic Engineering Circuit Analysis by J. David Irwin, R. Mark Nelms, 12th edition [2021]. John Wiley & Sons Singapore Pte. Ltd."--Title page verso.

1 Basic Concepts 1.1 System of Units 1.2 Basic Quantities 1.3 Circuit Elements 2 Resistive Circuits 2.1 Ohm's Law 2.2 Kirchhoff's Laws 2.3 Single-Loop Circuits 2.4 Single-Node-Pair Circuits 2.5 Series and Parallel Resistor Combinations 2.6 Circuits with Series-Parallel Combinations of Resistors 2.7 Wye Delta Transformations 2.8 Circuits with Dependent Sources 2.9 Resistor Technologies for Electronic Manufacturing 2.10 Application Examples 2.11 Design Examples 3 Network Theorems 3.1 Nodal Analysis 3.2 Loop Analysis 3.3 Equivalence and Linearity 3.4 Superposition 3.5 Thevenin's and Norton's Theorems 3.6 Maximum Power Transfer 3.7 Reciprocity Theorem 3.8 Compensation Theorem 3.9 Millman's Theorem 3.10 Application Examples 3.11 Design Examples 4 Operational Amplifiers 4.1 Introduction 4.2 Op-Amp Models 4.3 Fundamental Op-Amp Circuits 4.4 Comparators 4.5 Application Examples 4.6 Design Examples 5 Capacitance and Inductance 5.1 Capacitors 5.2 Inductors 5.3 Capacitor and Inductor Combinations 5.4 RC Operational Amplifier Circuits 5.5 Application Examples 5.6 Design Examples 6 First- and Second-Order Transient Circuits 6.1 Introduction 6.2 First-Order Circuits 6.3 Second-Order Circuits 6.4 Application Examples 6.5 Design Examples 7 Sinusoidal Steady-State Analysis 7.1 Sinusoids 7.2 Sinusoidal and Complex Forcing Functions 7.3 Phasors 7.4 Phasor Relationships for Circuit Elements 7.5 Impedance and Admittance 7.6 Phasor Diagrams 7.7 Basic Analysis Using Kirchhoff's Laws 7.8 Analysis Techniques 7.9 Application Examples 7.10 Design Examples 8 Steady-State Power Analysis 8.1 Instantaneous Power 8.2 Average Power 8.3 Maximum Average Power Transfer 8.4 Effective or RMS Values 8.5 The Power Factor 8.6 Complex Power 8.7 Power Factor Correction 8.8 Single-Phase Three-Wire Circuits 8.9 Safety Considerations 8.10 Application Examples 8.11 Design Examples 9 Magnetically Coupled Networks 9.1 Mutual Inductance 9.2 Energy Analysis 9.3 The Ideal Transformer 9.4 Safety Considerations 9.5 Application Examples 9.6 Design Examples 10 Three-Phase Circuits 10.1 Three-Phase Circuits 10.2 Three-Phase Connections 10.3 Source/Load Connections 10.4 Power Relationships 10.5 Unbalanced Load Connections 10.6 Power Factor Correction 10.7Application Examples 10.8 Design Examples 11 Variable-Frequency Network Performance 11.1 Variable Frequency-Response Analysis 11.2 Sinusoidal Frequency Analysis 11.3 Resonant Circuits 11.4 Scaling 11.5 Filter Networks 11.6 Application Examples 11.7 Design Examples 12 The Laplace Transform 12.1 Definition 12.2 Step and Impulse Functions 12.3 Transform Pairs 12.4 Properties of the Laplace Transform 12.5 Performing the Inverse Transform 12.6 Convolution Integral 12.7 Initial-Value and Final-Value Theorems 12.8 Solving Differential Equations Using Laplace Transforms 13 Application of the Laplace Transform to Circuit Analysis 13.1 Laplace Circuit Solutions 13.2 Circuit Element Models 13.3 Analysis Techniques 13.4 Transfer Function 13.5 Pole-Zero Plot/Bode Plot Connection 13.6 Steady-State Response 14 Fourier Analysis Techniques 14.1 Fourier Series 14.2 Fourier Transform 14.3 Application Example 14.4 Design Examples 15 Two-Port Networks 15.1 Admittance Parameters 15.2 Impedance Parameters 15.3 Hybrid Parameters 15.4 Transmission Parameters 15.5 Inverse Hybrid Parameters 15.6 Inverse Transmission Parameters 15.7 Parameter Conversions 15.8 Interconnection of Two-Port Networks 16 Diodes 16.1 Introduction 16.2 Modeling Techniques 16.3 Analysis Using the Diode Equation 16.4 Diode Rectifiers 16.5 Zener Diodes APPENDIX A Complex Numbers APPENDIX B Fundamental of Engineering (FE) Exam Problems (online supplement) Index.