September 2008
Beginner
834 pages
37h 13m
English
Content preview from Electric Circuits and Networks
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15
Analysis of Dynamic Circuits by Laplace Transforms
CHAPTER OBJECTIVES
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Expansion of right-sided time-domain waveforms in terms of eσt cos(ωt + ϕ)
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Definition of Laplace transform and inverse integral
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Laplace transform as a generalisation of Fourier transform
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Various properties of Laplace transform of a real function of time
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Convergence of inverse integral and region of convergence in s-plane
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Basic Laplace transform pairs
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Solution of differential equations using Laplace transforms
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Method of partial fractions for inversion of Laplace transforms
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s-domain equivalent circuits and applying them for circuit analysis
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System function H(s) and Laplace transform of impulse response
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Network functions and pole-zero plots
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Graphical interpretation ...
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