Electric Circuit II

Syllabus

1. Network Analysis (4 hours)
   1. Mesh analysis with dependent and independent sources
   2. Nodal analysis with dependent and independent sources
   3. Matrix method application in network analysis
2. Transients in Electric Circuit (3 hours)
   1. Network element characteristics
   2. Initial conditions evaluation procedures
   3. Derivative initial values
   4. R-L-C network initial conditions
3. Transient Analysis R-L-C Circuit by Classical Method (10 hours)
   1. First and higher-order differential equations with constant coefficients
   2. Particular integral using undetermined coefficients
   3. R-L and R-C circuit responses (DC, exponential, sinusoidal excitation)
   4. Series and parallel R-L-C circuit responses
4. Review of Laplace Transformation (3 hours)
   1. Definitions and network analysis properties
   2. Laplace transforms of forcing functions
   3. Heaviside's partial fraction expansion
5. Transient Analysis Using Laplace Transform (6 hours)
   1. R-L, R-C, series and parallel R-L-C responses
   2. DC, exponential, and sinusoidal excitations
6. Network Transfer Function and Frequency Response (8 hours)
   1. Complex frequency concept
   2. Transfer functions and pole-zero analysis
   3. Bode diagrams and bandwidth
   4. Filter types (high-pass, low-pass, band-pass, band-stop)
7. Fourier Series (3 hours)
   1. Trigonometric, polar, and exponential forms
   2. Periodic non-sinusoidal waveform analysis
8. Two-Port Parameters of Network (8 hours)
   1. Impedance, admittance, transmission, and hybrid parameters
   2. Parameter transformations and interconnections
   3. Reciprocity and symmetry conditions

Practicals

1. First and second-order transient response measurements
2. Frequency response and Bode diagram analysis
3. Simulation of transient and frequency responses