Objective :
Studying the different techniques of circuit analysis and synthesis including dealing with signals in the time as well as in the frequency domain under transient and steady-state conditions .
Hours/week :
2 hours lectures + 2 hours in sections
List of Contents:
| 1)Frequency domain analysis : |
|---|
| a) Spectra of Continuous Time Signals . |
| b) Fourier Series Expansion of Continuous Signals . |
| c) Fourier Series Expansion of Periodic Signals . |
| d) Power Calculations of Signals Using Parseval’s Theorem . |
| e) Trigonometric Fourier Series Expansion of Signals . |
| f) Steady-State Network Response of Periodic Signals. |
| g) Effective Values & Power Calculations for Networks with Expanded Input Signals. |
| h) Harmonic Generation . |
| 2)Application of the Laplace Transform To Circuit Analysis : |
| a) Definition of the Laplace Transform and Some Important Transform Pairs . |
| b) Some useful Properties of the Laplace Transform . |
| c) Performing the Inverse Transform . |
| d) Application of the Laplace Transform to Circuit Analysis – Circuit Element Models. |
| e) Analysis Techniques Using Transformed Circuits . |
| f) Numerical Examples . |
| g) Initial and Final Value Theorems . |
| h) Different Examples Using Different Circuits and Signals . |
| 3)Network synthesis : |
| a) Definitions and Network Functions . |
| b) Poles and Zeros of Network Functions and Conditions of Realizability of Driving Point Immitances . |
| c) Methods of Synthesis . |
| d) Synthesis Using LC Elements . |
| e) Synthesis Using RC Elements . |
| f) Synthesis Using RL Elements . |
| g) Magnitude and Frequency Scaling . |
| h) Synthesis of all possible Circuits . |