LINEAR NETWORKS - TRANSIENT ANALYSIS

EE 231                                                                                    No. of hrs/week = 02 + 03

                                                                   No. of credits  = 03

Signals and Waveforms: Periodic and non-periodic waveforms, odd and even components, step, ramp, impulse and doublet signals, equations of waveforms and their derivatives. - 5 hrs.

Initial conditions:  Evaluation of initial conditions in RL, RC, RLC series and parallel and multi-loop circuits. - 3 hrs.

Laplace Transform Analysis: Properties of Laplace Transforms, Laplace Transforms of periodic, non-periodic and standard signals, inverse Laplace Transforms, initial and final value theorems, convolution integral theorem, analysis of networks by Laplace Transform method – step, ramp, impulse, exponential and sinusoidal responses of RL, RC, RLC series and parallel and multi-loop circuits.      - 15 hrs.

Frequency Response: Complex frequency, transfer function, poles and zeros, evaluation of residues at the poles from pole-zero diagram.         - 3 hrs.

References:

1. Van Valkenberg, “Network Analysis”, 3^rd Edition, PHI, 1990.
2. F. F. Kuo, “Network Analysis and Synthesis”, 2^nd Edition, Wiley, 1999.
3. Clayton R. Paul, “Analysis of Linear Circuits”, MGH, 1989.

LINEAR NETWORKS LABORATORY

Steady State Analysis: (Using hardware components)

1. Verification of Thevenin’s theorem.
2. Verification of Superposition and Reciprocity theorems.
3. Verification of Maximum Power Transfer theorem.
4. Measurement of Self-inductance by V-A-W and 3 Voltmeter methods.
5. Series and parallel resonance.
6. Measurement of power in three phase, star and delta connected loads.

Transient Analysis: (using PSPICE)

7. Familiarization with PSPICE.
8. DC steady state analysis.
9. DC transient response of RL, RC and RLC circuits.
10. AC transient response of RL, RC and RLC circuits.

Reference:

Rashid M. H., “SPICE for circuits and electronics using PSPICE”, PHI, 1996.