This book is a guide to the lessons of Electronics and Electrical Circuits. The teaching of these lessons is the basis for an Electrical Engineer. The book contains theory as well as solved examples.

Contents:

14. TRANSIENT PHENOMENA IN SECOND ORDER CIRCUITS
- Finding initial conditions
- Non-driven RLC series circuit
- Non-driven parallel RLC circuit
- Step response of the driven RLC series circuit
- Step response of the driven parallel RLC circuit
- General second order circuits

15. LAPLACE TRANSFORM
- Laplace transform
- Inverse Laplace transform
- Transform of two-terminal elements in the frequency domain
- The unit step function δ(t)
- Convolution of functions

16. FREQUENCY RESPONSE
- Transfer function
- Resonance
- Frequency response
- The decibel scale
- Bode plots

17. FOURIER SERIES
- Orthogonal form of the Fourier series
- Symmetry of signals
- Polar form of the Fourier series
- Exponential form of the Fourier series
- Analysis of Electrical Circuits with periodic excitation
- Power - Parseval's theorem

18. FOURIER TRANSFORM
- Fourier integral for non-periodic signals
- Properties of the Fourier Transform
- Fourier transform of basic functions
- Energy - Parseval's theorem
- Application of the Fourier transform in solving electrical circuits

19. NETWORKS
- Introduction
- z-parameters
- y-parameters
- Hybrid parameters
- Transmission parameters
- Relationships between parameters
- Practical applications

Bibliography
Solved examples
Appendix