Hi everyone,
For PS or k-space methods, the computation of the spatial derivatives via the FFT causes waves leaving one side of the domain to reappear at the opposite side. This wave wrapping can be avoided by implementing an absorbing boundary condition known as a perfectly matched layer.
I did observed this phenomenon called 'wave wrapping', but I can't understand how FFT causes it. Could anyone help explain it? Thanks in advance.
Best,
Fan