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In this paper, we solve the eigenvalues and eigenvectors problem with Bohrcollective Hamil- tonian for triaxial nuclei. The ? beta part of the collectivepotential is taken to be equal to Hulth?en potential while the gamma part isdefined by a new generalized potential obtained from a ring shaped one.Analytical expressions for spectra and wave functions are derived by means of arecent version of the asymptotic iteration method and the usual approximations.The calculated energies and B(E2) transition rates are compared withexperimental data and the available theoretical results in the literature.

Bohr Hamiltonian with Hulth?en plus Ring shaped potential for triaxial nuclei