(New page: = Formal Definition = <math> \lim_{\Delta \rightarrow 0} x_\Delta(t) = \mathrm{comb}_T [x_a(t)] = x_s(t) </math> = Fourier Properties = The fourier transform of the comb function is the [...) |
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Latest revision as of 22:31, 7 February 2008
Formal Definition
$ \lim_{\Delta \rightarrow 0} x_\Delta(t) = \mathrm{comb}_T [x_a(t)] = x_s(t) $
Fourier Properties
The fourier transform of the comb function is the rep function_Old Kiwi.
$ \mathcal{F}\left [\mathrm{comb}_T [x_a(t)] \right ] = \frac{1}{T}\mathrm{rep}_{\frac{1}{T}}\left [ \mathcal{X}_a(f) \right ] $
