Network is a subject based on machine system or network such as circuits,coil,inductor and transformer. The subject topic begins with Network basics in which classifications of network elements are made. Circuit component,mesh and nodal analysis,equivalent circuits are discussed under basics of network.
Furthermore chapters like Network Theorems,Transients,AC analysis, Resonance,Graph Theory,Coupled Circuits, Two port networks and Network synthesis.They have sub topics like superposition theorem,thevenin & norton's theorem,millman's theorem,series circuit,parallel circuit,graph of a network,incidence matrix,mutual inductance,coupling co efficient,ideal transformer,hybrid parameters,open and short circuit admittance parameters,inverse hybrid parameters,interconnection of two port network is explained. These topics have their respective significance in exams.
Network synthesis has LC,RC,RL impedance and admittance functions that play a vital role to score good marks.
1.1 KVL ,KCL, Power Absorbed & Delivered Part-I
1.2 KVL ,KCL, Power Absorbed & Delivered-Part-II
1.3 KVL ,KCL, Power Absorbed & Delivered-Part-III
Basics of electrical circuits solution methods
2.1 Network Theorems
2.2 Thevenin and Norton Theorem
2.3 Thevenin and Norton Gate Questions
2.4 Maximum Power Transfer Theorem Gate Questions
CIrcuit Analysis or solution methods of electrical circuits using different theorems.
Detailed analysis of Norton theorem
Analysis using maximum power transfer theorem
3.1 Steady state sinusoidal Analysis Part-I
3.2 Steady state sinusoidal Analysis Part-II
3.3 Steady state sinusoidal Analysis Part-III
4.1 Transient Analysis Introduction
4.2 Transient Analysis Numerical Problems
4.3 Transient Analysis Gate Problems
4.4 Transient Analysis Laplace Transform
Behaviour of series RC & RL circuits.
Examples & Gate Questions
Gate Problems part-2
Analysis of RLC circuits using Laplace Transform
5.1 Two Port Network Part-I
5.2 Two Port Network Part-II
5.3 Two Port Network Part-III
8.1 Miscellaneous Topics (Magnetically Coupled Circuits & Graph Theory)
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