Electric Circuit Theory (ECT) Course Content
Marks Distribution
Chapters | Hours | Marks |
---|---|---|
1 | 8 | 12 |
2 | 2 | 6 |
3 | 10 | 16 |
4 | 8 | 12 |
5 | 6 | 12 |
6 | 5 | 10 |
7 | 6 | 12 |
Total | 45 | 80 |
Network Analysis of AC circuit & dependent sources
- Mesh Analysis
- Nodal Analysis
- Series & parallel resonance in RLC circuits
- Impedance and phase angle of series Resonant Circuit
- Voltage and current in series resonant circuit
- Band width of the RLC circuit
- High‐Q and Low‐Q circuits
Initial Conditions
- Characteristics of various network elements
- Initial value of derivatives
- Procedure for evaluating initial conditions
- Initial condition in the case of R‐L‐C network
Transient analysis in RLC circuit by direct solution
- Introduction
- First order differential equation
- Higher order homogeneous and non‐homogeneous differential equations
- Particular integral by method of undetermined coefficients
- Response of R‐L circuit with
- DC excitation
- Exponential excitation
- Sinusoidal excitation
- Response of R‐C circuit with
- DC excitation
- Exponential excitation
- Sinusoidal excitation Response of series R‐L‐C circuit with
- DC excitation
- Exponential excitation
- Sinusoidal excitation
Response of parallel R‐L‐C circuit with DC excitation (Transient analysis in RLC circuit by Laplace Transform)
- Introduction
- The Laplace Transformation
- Important properties of Laplace transformation
- Use of Partial Fraction expansion in analysis using Laplace Transformations
- Heaviside’s partial fraction expansion theorem
- Response of R‐L circuit with
- DC excitation
- Exponential excitation
- Sinusoidal excitation
- Response of R‐C circuit with
- Exponential excitation
- Sinusoidal excitation
- Response of parallel R‐L‐C circuit with exponential excitation
- Transfer functions Poles and Zeros of Networks
Frequency Response of Network
- Introduction
- Magnitude and phase response
- Bode diagrams
- Band width of Series & parallelResonance circuits
- Basic concept of filters, high pass, low pass, band pass and band stop filters
Fourier Series and transform
- Basic concept of Fourier series and analysis
- Evaluation of Fourier coefficients for periodic non‐sinusoidal waveforms in electric networks
- Introduction of Fourier transforms
Two‐port Parameter of Networks
- Definition of two‐port networks
- Short circuit admittance parameters
- Open circuits impedance parameters
- Transmission Short circuit admittance parameters
- Hybrid parameters
- Relationship and transformations between sets of parameters
- Application to filters
- Applications to transmission lines
- Interconnection of two‐port network (Cascade, series, parallel)
Practical’s
- Resonance in RLC series circuit measurement of resonant frequency
- Transient Response in first Order System passive circuits-measure step and impulse response of RL and RC circuit using oscilloscope relate time response to analytical transfer functions calculations
- Transient Response in Second Order System passive circuits measure step and impulse response of RLC series and parallel circuits using oscilloscope relate time response to transfer functions and pole‐zero configuration
- Frequency Response of first order passive circuits measure amplitude and phase response and plot bode diagrams for RL, RC and RLC circuits relate Bode diagrams to transfer functions and pole zero configuration circuit
- Frequency Response of second order passive circuits measure amplitude and phase response and plot bode diagrams for RL, RC and RLC circuits relate Bode diagrams to transfer functions and pole zero configuration circuit
Notes IOE – Taking learning seriously but not Ourselves!