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Definition of "pole-zero plot" |
a graphical representation of a Laplace transform is known as a polezero plot. Except for a scale factor, the numerator and denominator polynomials in a rational Laplace transform X(s) = N(s)/D(s) can be specified by their roots. Thus, marking the location of the roots of N(s) and D(s) in the s-plane provides a powerful way of visualizing a Laplace transform. Pole-zero plots are used extensively in signal processing design and analysis, e.g., to determine the stability of a system function. |
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