Transient Response Introduction
The System assumed here is of the form shown above with closed loop Transfer Function Given by:-
C(s)/R(s) = G(s)/(1 + G(s))
From the transfer function the Transient Response can be found by using Laplace Transforms see
For Large Systems the Transfer Function can be converted into a set of first order differential equations which can be integrated by Runge-Kutta methods.
Assuming a Transfer function of the form
This can be written as a differential eqn
which can be represented as a series of first order equations
The applets show how the transient response depends on the number of poles and zeros and their locations.
The Following images show how some of the applets look when enabled.
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COPYRIGHT © 2006 Cuthbert Nyack.