Preface

Chapter 1: SINUSOIDS AND PHASORS
1.1. Introduction
1.2. Sinusoids
1.3. Effective or RMS values of a sinusoid
1.4. Phasors
1.5. Phasor relationships for circuit elements
1.6. Impedance and admittance
1.7. Phasor circuit
1.8. Kirchhoff’s laws in the phasor form
1.9. Equivalent impedance of combinations of elements
1.10. Exercises for Chapter 1

Chapter 2: SINUSOIDAL STEADY-STATE ANALYSIS
2.1. Introduction
2.2. Branch currents method
2.3. Nodal voltages method
2.4. Loop currents analysis
2.5. Circuit analysis using superposition theorem
2.6. Thévenin and Norton equivalent circuits
2.7. Sources transformation
2.8. Op-Amp AC circuits
2.9. Exercises for Chapter 2

Chapter 3: AC POWER ANALYSIS
3.1. Introduction
3.2. Instantaneous and average power
3.3. Average power in inductors with mutual coupling effect
3.4. Maximum average power transfer
3.5. Apparent power and power factor
3.6. Complex power
3.7. Conservation of AC power
3.8. Power factor correction
3.9. Exercises for Chapter 3

Chapter 4: THREE-PHASE CIRCUITS
4.1. Introduction
4.2. Three-phase sources
4.3. Three-phase loads
4.4. Three-phase circuit analysis
4.5. Balanced three-phase circuits
4.6. Unbalanced three-phase system and the dynamic loads
4.7. Exercises for Chapter 4

Chapter 5: CIRCUIT ANALYSIS USING SIGNAL FLOW GRAPH
5.1. Introduction to graph theory
5.2. Mason graph of a Kirchhoff’s circuit
5.3. Graph for deriving other signals
5.4. Exercises for Chapter 5

Chapter 6: LAPLACE TRANSFORM AND APPLICATION IN TRANSIENT CIRCUIT ANALYSIS
6.1. Introduction
6.2. Definition of the Laplace transform
6.3. Special functions used in the transient states analysis
6.4. Properties of the Laplace transform
6.5. The convolution integral and its Laplace transform
6.6. The inverse Laplace transform
6.7. Laplace transformation of circuit elements
6.8. Laplace transformation of a circuit
6.9. Laplace transform of Kirchhoff’s laws
6.10. Transfer functions
6.11. Exercises for Chapter 6

Chapter 7: FREQUENCY RESPONSES, FILTERS AND BODE PLOTS
7.1. Trigonometric Fourier series
7.2. Consideration for symmetrical signals
7.3. The exponential form of Fourier transform
7.4. Effective or RMS values of periodic signals
7.5. Circuit analysis with periodic sources
7.6. The phasor transfer function
7.7. Fourier transform for non-periodic signals
7.8. Energy of a signal and the Parserval’s theorem
7.9. Electrical filters
7.10. Passive filters
7.11. Active filters
7.12. The Decibel scale and the Bode plots
7.13. Scaling
7.14. Exercises for Chapter 7

Chapter 8: TWO-PORT NETWORKS
8.1. Introduction
8.2. Parameters of two-port networks
8.3. Relationships between parameters
8.4. Analysis of circuits with two-ports
8.5. The Thévenin – Norton theorem for circuits with two-ports
8.6. The ideal transformers
8.7. Interconnection of networks
8.8. Exercises for Chapter 8

References