Review of Network theorems for AC circuits: Thevenin’s, Norton’s, Superposition, Reciprocity theorem, Millman’s theorem, compensation, Tellegan’s theorem, and Maximum Power Transfer theorems. Transient Analysis of Networks: Network elements, Transient response of R-L-C for DC and sinusoidal excitation, Initial condition, Solution using differential equation approach and Laplace transform method. Self-inductance, Coefficient of coupling, dot convention analysis of coupled circuits, analysis of single tuned and double tuned circuits.

Definition, Graph, Tree, Basic cut- set and tie-set matrices for planer networks-loop and nodal method of analysis of networks with independent and dependent Voltage And current source, Duality And dual networks.

Introduction, driving point and transfer functions, poles and zeros and their significance, network functions for one port and two port networks, time domain behavior from the pole-zero plot.

Introduction, different parameters and relationship between different parameters, inter-connections of two port networks, open circuit and short-circuit impedances and ABCD constants, image impedance, image parameters.

Network realizability, Hurwitz Polynomials, Positive real functions, Properties of RC, RL And LC networks, Foster and Cauer forms of realization. Introduction to active and passive filters.