- What is the Fourier transform of the Dirac delta function?
- What is frequency in Fourier transform?
- What is the Fourier transform of an impulse?
- What is the frequency of an impulse signal?
What is the Fourier transform of the Dirac delta function?
The Fourier transform of a function (for example, a function of time or space) provides a way to analyse the function in terms of its sinusoidal components of different wavelengths. The function itself is a sum of such components. The Dirac delta function is a highly localized function which is zero almost everywhere.
What is frequency in Fourier transform?
The term Fourier frequency most usually denotes the frequency of one of several components of a function which may or may not be periodic.
What is the Fourier transform of an impulse?
That is, the Fourier transform of a unit impulse function is unity.
What is the frequency of an impulse signal?
The true impulse has a much different magnitude spectrum. It is a constant value across all frequencies between 0 and fs/2 Hz. Its phase spectrum is also a constant. As shown in one of the problems, the phase angle is 0.0 degree over the frequency range of 0 to fs/2 Hz.