Page 7 - Schaum's Outline of Theory and Problems of Electric Circuits

vi Contents
4.10 Maximum Power Transfer Theorem 47

CHAPTER 5 Amplifiers and Operational Amplifier Circuits 64
5.1 Amplifier Model 64
5.2 Feedback in Amplifier Circuits 65
5.3 Operational Amplifiers 66
5.4 Analysis of Circuits Containing Ideal Op Amps 70
5.5 Inverting Circuit 71
5.6 Summing Circuit 71
5.7 Noninverting Circuit 72
5.8 Voltage Follower 74
5.9 Differental and Difference Amplifiers 75
5.10 Circuits Containing Several Op Amps 76
5.11 Integrator and Differentiator Circuits 77
5.12 Analog Computers 80
5.13 Low-Pass Filter 81
5.14 Comparator 82
CHAPTER 6 Waveforms and Signals 101
6.1 Introduction 101
6.2 Periodic Functions 101
6.3 Sinusoidal Functions 103
6.4 Time Shift and Phase Shift 103
6.5 Combinations of Periodic Functions 106
6.6 The Average and Effective (RMS) Values 107
6.7 Nonperiodic Functions 108
6.8 The Unit Step Function 109
6.9 The Unit Impulse Function 110
6.10 The Exponential Function 112
6.11 Damped Sinusoids 114
6.12 Random Signals 115

CHAPTER 7 First-Order Circuits 127
7.1 Introduction 127
7.2 Capacitor Discharge in a Resistor 127
7.3 Establishing a DC Voltage Across a Capacitor 129
7.4 The Source-Free RL Circuit 130
7.5 Establishing a DC Current in an Inductor 132
7.6 The Exponential Function Revisited 132
7.7 Complex First-Order RL and RC Circuits 134
7.8 DC Steady State in Inductors and Capacitors 136
7.9 Transitions at Switching Time 136
7.10 Response of First-Order Circuits to a Pulse 139
7.11 Impulse Response of RC and RL Circuits 140
7.12 Summary of Step and Impulse Responses in RC and RL Circuits 141
7.13 Response of RC and RL Circuits to Sudden Exponential Excitations 141
7.14 Response of RC and RL Circuits to Sudden Sinusoidal Excitations 143
7.15 Summary of Forced Response in First-Order Circuits 143
7.16 First-Order Active Circuits 143

CHAPTER 8 Higher-Order Circuits and Complex Frequency 161
8.1 Introduction 161