Compute the Hankel Transform of a Function
Hankel transforms arise naturally in many applications, such as the study of waves, optics and acoustics. The HankelTransform function underlies the computation of Fourier transforms for two-dimensional radially symmetric functions in Version 12.
Compute the Hankel transform of an exponential function.
Obtain the original function using InverseHankelTransform.
Create a table of basic Hankel transforms.
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Define a radially symmetric function in two dimensions.
Compute the Fourier transform of the function.
Plot the Fourier transform:
Obtain the same result in polar coordinates using HankelTransform.
