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Example I: F.T. Integration Property

Example I: F.T. Integration Property. =. Example II: F.T. Integration Property. Example: The F.T. of a periodic signal.

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Example I: F.T. Integration Property

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  1. Example I: F.T. Integration Property • =

  2. Example II: F.T. Integration Property

  3. Example: The F.T. of a periodic signal • The frequency spectra of periodic signals are made up of discrete frequency components in the form of impulses occurring at integer multiples (harmonics) of the fundamental frequency of the signal. • The weight of each impulse is found by multiplying the F.T of the generating function, evaluated at that harmonic frequency, by the fundamental frequency of the periodic signal.

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