(Bonus Credit ECE 301 Krogmeier) |
(No difference)
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Revision as of 17:48, 8 March 2013
Impulse Response: mathematically the impulse response can be modeled as a dirac delta function. The dirac delta represents an infinitely short pulse that has an infinitely high peak. The function itself exists as a mathematical object only when present in an integral. It is a measure that approximates the 0 value of the function that it multiplies with in the integral. The dirac delta function can be used to solve differential equations, because the convolution of a function with the delta function is itself.MATLAB_finite_series:MATLAB.tiffMATLAB_image_filtering:MATLAB3.tiff
