Module 1
Laplace transforms: Properties of Laplace Transforms – basic theorems – Laplace transform of gate function, impulse function and periodic functions – convolution integral – inverse Laplace transform – application of Laplace transforms to solution of Network problems.
Module 2
Fourier series: Evaluation of Fourier coefficients – wave form symmetries as related to Fourier coefficients – exponential form of Fourier series – steady state response to periodic signals.
Fourier Integral: Spectrum envelop for a recurring pulse – the Fourier Integral and Transforms – Application in Network analysis.
Module 3
Network Functions: Network functions for two port – poles and zeroes of network functions – restrictions on poles and zeroes for driving point functions and transfer functions. Two port parameters – short circuit admittance parameter – open circuit impedance parameters – Transmission parameters – Image parameters and Hybrid parameters. Ideal two port devices – ideal transformer – Gyrator – negative impedance converter.
Module 4
Filters: Classification of filters – Characteristics of ideal filters – Image impedance – Constant K low-pass, high-pass, and band-pass filters – m-derived low-pass, high-pass and band-pass filters.
Module 5
Network Synthesis: Realizability concept – Hurwitz property – positive realness – properties of positive real functions – Synthesis of R-L, R-C and L-C driving point functions – Foster and Cauer forms.
References
Network Analysis: M.E Van Valkenburg
Circuits and Networks – Analysis and Synthesis: A. Sudhakar and S.P Shyam Mohan
Networks and Systems: D. Roy Choudhary
Network Analysis and Synthesis: Franklin F. Kuo – John Wiley & Sons
Engineering Circuit Analysis: W.H. Hayt and J.E. Kemmerly – Mc-Graw Hill.
mg university B.tech Syllabus S3 Electrical and Electronics EEE
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