Simulation of a gaussian by sum of cosine components


Assignment:

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Table contains the cosine frequency components of a Gaussian peak which has a full width at half-height of 1 sec. The unit height equation for such a Gaussian peak is exp[14(ln 2)t^2] where t is time in sec. For each frequency component f with relative amplitude A calculate A cos 2 pi ft for t=0 +/-0.5 +/-1.5 and +/-2.0 sec. Tabulate the values and sum them to get the resulting peak similar to Fg. Compare the resulting peak to the actual Gaussian as described by the equation.

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Physics: Simulation of a gaussian by sum of cosine components
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