Your Cart

Your cart is empty

Home  >  Volume 52

23. WAVE ANALYTICAL SOLUTIONS OF SCHRÖDINGER EQUATION WITH TIETZ-HUA POTENTIAL by Eyube E.S. Sanda A. and Y.Y. Jabil Volume 52 (July & Sept., 2019 Issue)
Sale price: $0.00
Quantity:

WAVE ANALYTICAL SOLUTIONS OF SCHRÖDINGER EQUATION WITH TIETZ-HUA POTENTIAL

Eyube E.S. Sanda A. and Y.Y. Jabil

Department of Physics, School of Physical Sciences, Modibbo Adama University of Technology, Yola, Adamawa State, Nigeria

Department of Natural Sciences, School of Sciences, College of Education, Billiri, Gombe State, Nigeria

Department of Physics, Faculty of Natural Sciences, University of Jos, Jos, Plateau State, Nigeria

Abstract

In this work we have solved the Schrödinger equation with the molecular Tietz-Hua potential by expanding the centrifugal term potential in Taylor series expansion, we have solved the resulting Gaussian hypergeometric ordinary differential equation by standard method. We have obtained normalization constant, normalized radial wave functions, energy eigenvalues and energy determining parameter for various low-lying quantum states considered for three diatomic molecules: H2, HF and O2. The result shows that the energy eigenvalues we obtained for the three diatomic molecule are in near perfect agreement with those in the literature to about six significant figures, the result we obtained also shows greater stability for the ro-vibrational states of the molecules.

Close
Loading...