Affiliation:
1. Ziane Achour University of Djelfa
Abstract
Abstract
The equation of Schrodinger is a fundamental mathematical framework used to clarify the motion of the wave form, which is a phenomenon in the field of quantum physics. A method's wave function contains the complete description of its particles. The computational solution of the Schrodinger problem is a multifaceted problem. The eigenvalues and typical functions of the modified Kratzer plus Hulthen potential were ascertained analytically in this study. This study used an estimating approach that Nikiforov-Uvarov functional analysis had suggested for dealing with the problem. Estimating energy spectra and applying the results to certain specific diatomic molecules was the aim. The excellent results obtained from this strategy were confirmed by comparing our eigenvalue data with additional numerical data that was gathered by other researchers.
Publisher
Research Square Platform LLC
Reference32 articles.
1. C.-I. Um et al., quantum damped harmonic oscillator Phys. Rep. 362(2–3), 63–192 (2002)
2. Variational wave functions for a screened Coulomb potential;Greene R;Phys. Rev. A,1976
3. The discretized Schrödinger equation for the finite square well and its relationship to solid-state physics;Boykin TB;Eur. J. Phys.,2005
4. Application of the nonlinear Schrödinger equation with a logarithmic inhomogeneous term to nuclear physics;Hefter EF;Phys. Rev. A
5. Molecular Schrödinger Equation. IV. Results for One-and Two‐Electron Systems;Conroy H;J. Chem. Phys.,1964