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The analytical exact iteration method (AEIM) have been used to calculate theN-dimensional radial schrodinger equation with the real part of complex-valuedpotential and it is generalized to the finite value of anisotropy ({\xi}),temperature and baryonic chemical potential. In N-dimensional space the energyeigen values have been calculated for any states (n,l). The present resultshave been used to study the properties of quarkonium states (i.e, the bindingenergy and mass spectra in the N-dimensional space). The influences ofanisotropy ({\xi}) on the dissociation temperature(TD) has been also calculatedfor the ground state of quarkonia at N=0 and \mu = 300MeV . The anisotropy inoblate case, thus obtained, makes the dissociation temperature(TD) lower ascompared to the isotropic case . We also seen that Leading order Debye mass isgreater than that of Quasi-particle Debye mass after introducing the baryonicchemical potential.

Quarkonium dissociation properties of hot QCD medium at  momentum-anisotropy in the N-dimensional space using Quasi-particle Debye  mass with finite baryonic chemical potential