  By using the Nikiforov-Uvarov method, the hyper-radial Schrodinger equation
is analytically solved, in which the real modified potential is employed at
finite temperature and baryon chemical potential. The eigenvalue of energy and
corresponding wave function are obtained in the isotropic and anisotropic media
in hot and dense media. The present results show that the binding energy of
nucleon and some heavy baryon decrease strongly in hot medium and decreases
slightly with increasing baryon chemical potential. In addition, binding energy
for each baryon is more bound in an anisotropic medium in comparison with its
value in an isotropic medium. The dissociation of temperature of each baryon is
above a critical temperature and it increases in the anisotropic medium. The
dissociation of temperature is slightly decreased in the hot medium when the
baryon of chemical potential is considered. A comparison is studied with the
available studies. We conclude that the present study provides a good
description of the nucleon and some heavy baryon in hot and dense media in the
isotropic and anisotropic systems.
