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Response to pulse function

Only the special case of the impulse will be considered (Section 7.8.1). This is a particularly useful function for testing system dynamics as it does not introduce any further s terms into the analysis (equation 7.78). The determination of the response of any system in the time domain to an impulse forcing function is facilitated by noting that  [Pg.603]

if the step response in the time domain is known, the impulse response can be determined by differentiating the former. [Pg.604]

Therefore, using equation 7.99, the response to a unit impulse is  [Pg.604]

There are three cases to consider dependent on the form of the roots of the characteristic equation (see Fig. 7.31). [Pg.604]


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