  In this study, we obtain the approximate analytical solutions of the radial
Schrodinger equation for the New Generalized Morse-Like Potential in arbitrary
dimensions by using the Nikiforov Uvarov Method. Energy eigenvalues and
corresponding eigenfunction are obtain analytically. The rotational-vibrational
energy eigenvalues for some diatomic molecules are computed with the aid of
some spectroscopic parameters. The energy equation for some potentials such as
Attarctive Radial and Deng-Fan potentials have also been obtained by varying
some potential parameters. Our results excellently agree with the already
existing literature.
