Energy spectra of a two dimensional parabolic quantum dot in an external field

Thermophysical properties and mass spectra of meson systems via Nikiforov-Uvarov method

“…To improve the behavior of the potential in the region as 𝑟 → 0 and provide better confinement, two terms are added to the Cornell potential: the inversely quadratic potential (the term D/r 2 ) and the harmonic oscillator term. The KIPQ potential has also been used to compute the energy eigenvalue spectra of quantum dot systems [39,40] and diatomic molecules [41]. Recently, Khokha et al analytically determined meson mass spectra by solving the N-dimensional radial Schrödinger equation with the KIPQ potential using the exact iteration method [42].…”

Mass spectra and thermal properties of deformed Schrödinger Equation for pseudoharmonic potential

“…Consequently, many researchers in this area make it their main aim to generate solutions for the SE with any available potential model [6][7]. Some of the potential models includes pseudoharmonic potential [8][9][10], Kratzer potential [11][12], Coulomb potential [13][14][15], and many more. In the recent time, these potential models are modified either by addition of screening parameter as in the case of screened Kratzer potential [16][17], screened Coulomb potential [18] or adding two or more potentials together as in the case of modified Kratzer plus screened Coulomb potential [19][20].…”