Calculate the Fourier image \(\tilde { f } ( \vec { k } )\) of the function \(f ( \vec { r } ) = \alpha \frac { e ^ { - \mu r } } { r }\) , where \(r = | \vec { r } |\) \(\vec { r } \in \mathbb R ^ { 3 }\) , and α and µ are constants.
Fourier transform of the Yukawa potential $\alpha e^{-\mu r}/r$
P-TRIV-RA49
- Area
- Real Analysis
- Status
- draft