  We obtain the energy eigenvalues and radial wave functions of the
D-Dimensional Dirac equation in the case of spin symmetry for Woods-Saxon
potential in minimal length formalism. The radial part of the D-Dimensional
Dirac equation is solved by applied the supersymmetric quantum mechanics method
using the Pekeris approximation to deal with the centrifugal term. The behavior
of bound-state energy eigenvalues versus dimension and also quantum number is
discussed for various minimal length parameters.
