Sub : Electric Circuits - II
Code : EG 527 EE
Sem : II/I
Theory : 80
Assmnt : 20
Lab : 25
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Total : 125
Syllabse:
1. Matrix method in network analysis
-Mesh and Nodal analysis
2. Classical Solution of Ordinary Differential Equation with Constant Coefficients:
-RL, LC Ckt differential equations
-Initial Conditions on L's and C's
-Natural Response, Complete transient and steady state response
3. Time Domain Response of 2nd and Higher order system:
-Initial Conditions
-RLC resonance, damping factors, high and low Q circuits
4. Laplace Transform:
-Laplace transform of
-Step and shifted step functions
-Ramp and impulse functions
-Sinusoidal functions
-Real translation and complex translation theorem
-Partial fraction expressions
5. Laplace transform use:
-Solution of first order, 2nd order and higher order systems
6.Transfer functions, Poles and Zeros of Networks:
-Complex frequency
-Transfer functions fro two part networks
-Poles and Zeros of a n/w
-pole/zero and system time response relations
7.Frequency Response of a N/w:
-Magnitude and phase response
-Bode diagrams
-Band width, high-Q and low-Q Circuits
-Concept of filters, high-pass, band stop, low and band-pass filters.
8.Fourier Seriesand Transform:
-Basic concept of Fourier series and analysis
-non-sinusoidal waveforms-fourier Coefficients
9.Two-Port Parameters of N/w
-Definition
-Short Circuit Admittance parameters
-Open circuit impedance parameters
-Transmission Short circuit admittance parameters
-Hybrid paramaters
-transmissions and relationship betn sets of parameters
10.State Space Analysis
-State and State Variables
-State space representation of n/w equations
Books:
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1.Valkenburg, "Network Analysis", 3rd Edition, Prentice Hall, 1995
2. Hyat, "Engineering Circuits Analysis", TMH
3. Cilletti ,"Introduction to Circuits Analysis and Design", Holt
Syllabse Typed By:
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Bhupal Sapkota
http://www.bhupalsapkota.com.np
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