1. NETWORK TOPOLOGY:
- Graph of a network
- Concept of tree
- Incidence matrix
- Tie-set matrix
- Cut-set matrix
- Formulation and solution of network equilibrium equations on loop and node basis
2. NETWORK THEOREMS & COUPLED CIRCUITS:
- Substitution theorem
- Reciprocity theorem
- Maximum power transfer theorem
- Tellegen’s theorem
- Millman’s theorem
- Compensation theorem
- Coupled Circuits
- Dot Convention for representing coupled circuits
- Coefficient of coupling
- Band Width and Q-factor for series and parallel resonant circuits
3. LAPLACE TRANSFORM & ITS APPLICATION:
- Introduction to Laplace Transform
- Laplace transform of some basic functions
- Laplace transform of periodic functions
- Inverse Laplace transform
- Application of Laplace transform: Circuit Analysis (Steady State and Transient)
4. TWO PORT NETWORK FUNCTIONS & RESPONSES:
- z, y, ABCD and h-parameters
- Reciprocity and Symmetry
- Interrelation of two-port parameters
- Interconnection of two-port networks
- Network Functions
- Significance of Poles and Zeros
- Restriction on location of Poles and Zeros
- Time domain behaviour from Pole-Zero plots
5. FOURIER SERIES & ITS APPLICATION:
- Fourier series
- Fourier analysis and evaluation of coefficients
- Steady state response of network to periodic signals
- Fourier transform and convergence
- Fourier transform of some functions
- Brief idea about network filters (Low pass, High pass, Band pass and Band elimination) and their frequency response
6. NETWORK SYNTHESIS:
- Hurwitz polynomial
- Properties of Hurwitz polynomial
- Positive real functions and their properties
- Concepts of network synthesis
- Realization of simple R-L, R-C and L-C functions in Cauer-I, Cauer-II, Foster-I and Foster-II forms
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