@article{Ahmed_Ahmed_Ahmed_Islam_Barman_2023, title={Non-relativistic particle under the Influence of Aharonov-Bohm Flux Field Subject to Physical Potentials and the Nikiforov-Uvarov Method}, volume={16}, url={https://oiccpress.com/journal-of-theoretical-and-applied-physics/article/non-relativistic-particle-under-the-influence-of-aharonov-bohm-flux-field-subject-to-physical-potentials-and-the-nikiforov-uvarov-method/}, DOI={10.30495/JTAP.162233}, abstractNote={In this work, the non-relativistic wave equation via the Schrödinger wave equation under the influence of the Aharonov-Bohm flux field Subject to physical potentials of various kinds is investigated. These potentials are modified Coulomb potential, modified harmonic oscillator potential, the Kratzer-Feus potential, and the Mie-type potential which have wide applications in different branches of physics and chemistry. We solve the Schrodinger wave equation using the Nikiforov-Uvarov (NU) method and obtain the energy profiles and the wave function of the non-relativistic particle, and analyze the effects of potential and the quantum flux on them. We show that each non-relativistic energy level gets modified in comparison to the known results obtained in the literature.}, number={4}, journal={Journal of Theoretical and Applied Physics}, publisher={OICC Press}, author={Ahmed, Faizuddin and Ahmed, Kayser and Ahmed, Akheruzzaman and Islam, Ariful and Barman, Bikash Pratim}, year={2023}, month={Nov.}, keywords={Geometric quantum phase, Potential, Schrodinger wave equation, Solutions of wave equation, Bound-states, Nikiforov-Uvarov method} }