Step and impulse responses under the effect of noise or uncertainty

This file demonstrates how the responses of a system change, for small fluctuations of ω and j.
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Updated 11 Mar 2013

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Our initial transfer function is
B
---------------
s^2 + A s + B
Where
A=1.4 and B=1
The file demonstrates the different responses, for +-50% fluctuations on the values of A and B.
So A->[0.7,2.1]
B->[0.5,1.5]
We try 15 different arbitary values within these intervals and plot them together. Then one can check the diffferent settling times, peak responses and eigenvalues.

Cite As

Lazaros Moysis (2024). Step and impulse responses under the effect of noise or uncertainty (https://www.mathworks.com/matlabcentral/fileexchange/40725-step-and-impulse-responses-under-the-effect-of-noise-or-uncertainty), MATLAB Central File Exchange. Retrieved .

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Created with R2011a
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Version Published Release Notes
1.0.0.0