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In this paper, we studied the approximate scattering state solutions of theDirac equation with the hyperbolical potential with pseudospin and spinsymmetries. Using a suitable short range approximation within the formalism offunctional analytical method, we obtained the spin-orbit quantum numbersdependent scattering phase shifts for the spin and pseudospin symmetries. Thenormalization constants, lower and upper radial spinor for the two symmetriesand the relativistic energy spectra were presented. Our results reveal thatboth the symmetry constants (C_ps and C_s) and the spin-orbit quantum number\k{appa} affect scattering phase shifts significantly.

Relativistic Energies and Scattering Phase Shifts for the Fermionic Particles Scattered by Hyperbolical potential with the Pseudo (Spin) Symmetry