Fermi Function and Its Applications

In this paper, we give a definition of the Fermi function, or so-called Woods-Saxon potential, well-known potential in nuclear physics; then, few its applications as examples. Some important integrals, which involve are computed discussing integrability and convergence these integrals. Following, derive formulae that encounter above-mentioned function to get generalized moments; radial Fourier transformation is also exposed. related then given use such integrals; particular, computation conjunction with problem getting optical-model for heavy-ion interactions at intermediate energies. Finally, conclude remarks do evolution subject.