Linear Circuits: Time Domain, Phasor, and Laplace Transform Approaches
Edition: 3
Copyright: 2009
Pages: 1140
Edition: 3
Copyright: 2009
Pages: 1140
Edition: 3
Copyright: 2009
Pages: 1140
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Linear Circuits: Time Domain, Phasor, and Laplace Transform Approaches introduces the analysis of linear electric circuits from fundamental circuit concepts through advanced analytical methods. Topics include Ohm's law, Kirchhoff's laws, nodal and loop analysis, operational amplifiers, circuit theorems, inductors and capacitors, first- and second-order circuits, phasor analysis, power calculations, Laplace transform methods, convolution, resonance, transformers, two-port networks, basic filtering, and an introduction to Fourier series.
Preface
Chapter 1 • Charge, Current, Voltage and Ohm’s Law
Chapter 2 • Kirchhoff’s Current & Voltage Laws and Series-Parallel Resistive Circuits
Chapter 3 • Nodal and Loop Analyses
Chapter 4 • The Operational Amplifier
Chapter 5 • Linearity, Superposition, and Source Transformation
Chapter 6 • Thevenin, Norton, and Maximum Power Transfer Theorems
Chapter 7 • Inductors and Capacitors
Chapter 8 • First Order RL and RC Circuits
Chapter 9 • Second Order Linear Circuits
Chapter 10 • Sinusoidal Steady State Analysis by Phasor Methods
Chapter 11 • Sinusoidal Steady State Power Calculations
Chapter 12 • Laplace Transform Analysis I: Basics
Chapter 13 • Laplace Transform Analysis II: Circuit Applications
Chapter 14 • Laplace Transform Analysis III: Transfer Function Applications
Chapter 15 • Time Domain Circuit Response Computations: The Convolution Method
Chapter 16 • Band-Pass Circuits and Resonance
Chapter 17 • Magnetically Coupled Circuits and Transformers
Chapter 18 • Two-Ports
Chapter 19 • Principles of Basic Filtering
Chapter 20 • Brief Introduction to Fourier Series
Index
Professor Emeritus of Electrical and Computer Engineering
Linear Circuits: Time Domain, Phasor, and Laplace Transform Approaches introduces the analysis of linear electric circuits from fundamental circuit concepts through advanced analytical methods. Topics include Ohm's law, Kirchhoff's laws, nodal and loop analysis, operational amplifiers, circuit theorems, inductors and capacitors, first- and second-order circuits, phasor analysis, power calculations, Laplace transform methods, convolution, resonance, transformers, two-port networks, basic filtering, and an introduction to Fourier series.
Preface
Chapter 1 • Charge, Current, Voltage and Ohm’s Law
Chapter 2 • Kirchhoff’s Current & Voltage Laws and Series-Parallel Resistive Circuits
Chapter 3 • Nodal and Loop Analyses
Chapter 4 • The Operational Amplifier
Chapter 5 • Linearity, Superposition, and Source Transformation
Chapter 6 • Thevenin, Norton, and Maximum Power Transfer Theorems
Chapter 7 • Inductors and Capacitors
Chapter 8 • First Order RL and RC Circuits
Chapter 9 • Second Order Linear Circuits
Chapter 10 • Sinusoidal Steady State Analysis by Phasor Methods
Chapter 11 • Sinusoidal Steady State Power Calculations
Chapter 12 • Laplace Transform Analysis I: Basics
Chapter 13 • Laplace Transform Analysis II: Circuit Applications
Chapter 14 • Laplace Transform Analysis III: Transfer Function Applications
Chapter 15 • Time Domain Circuit Response Computations: The Convolution Method
Chapter 16 • Band-Pass Circuits and Resonance
Chapter 17 • Magnetically Coupled Circuits and Transformers
Chapter 18 • Two-Ports
Chapter 19 • Principles of Basic Filtering
Chapter 20 • Brief Introduction to Fourier Series
Index
Professor Emeritus of Electrical and Computer Engineering