September 2008
Beginner
834 pages
37h 13m
English
We saw in Sect. 15.1 that when an input est is applied to a linear time-invariant circuit described by an nth order differential equation
the forced response is given by H(s)est where
In Sect. 15.2 we observed that a right-sided function x(t) can be expressed as a sum of infinitely many complex exponential functions of frequency between σ – j∞ and σ + j∞ with the line Re(s) = σ falling within the ROC of Laplace transform of x(t). We combine these two facts along with superposition principle to arrive at the zero-state response of a linear time-invariant circuit to a right-sided input function.
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