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 Power Spectrum of a Function
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Department: | Chemical Engineering |
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 We show how one can plot the power spectrum of a function in order to obtain the major peaks and their relative intensity. We use a simple example that can be found in the book written by Kenneth J. Beers: Numerical Methods for Chemical Engineering, Applications in Matlab, Cambridge University Press, 2007. We obtain the same results as those given in Figure 9.2 of the above reference.
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 Power Spectrum, Fourier Transform
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| PowerSpectrum.nb (85.5 KB) - Mathematica Notebook [for Mathematica 5.2] |
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