2017Journal of Physics Conference SeriesOpen access

The Solutions of the D-dimensional Schrodinger Equation for the PotentialV(r)=ar-6+br-5+cr-4+dr-3+er-2+fr-1

Wahyulianti, Suparmi Suparmi, C. Cari, Fuad Anwar

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Abstract

The solutions of the D-dimensional Schrodinger equation was solved by using Wavefunction Ansatz method. We used the form of potential as V(r) = ar -6 +br -5 +cr -4 +dr -3 + er -2 +fr -1 . The D-dimensional Schrodinger equation was separated to radial part and angular part. The radial part of D-dimensional Schrodinger equation solved using Wavefunction Ansatz method. We obtained the energy equation and the radial wavefunctions.

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The solutions of the D-dimensional Schrodinger equation was solved by using Wavefunction Ansatz method. We used the form of potential as V(r) = ar -6 +br -5 +cr -4 +dr -3 + er -2 +fr -1 . The D-dimensional Schrodinger equation was separated to radial part and angular part. The radial part of D-dimensional Schrodinger equation solved using Wavefunction Ansatz method. We obtained the energy equation and the radial wavefunctions.

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Available abstract

The solutions of the D-dimensional Schrodinger equation was solved by using Wavefunction Ansatz method. We used the form of potential as V(r) = ar -6 +br -5 +cr -4 +dr -3 + er -2 +fr -1 . The D-dimensional Schrodinger equation was separated to radial part and angular part. The radial part of D-dimensional Schrodinger equation solved using Wavefunction Ansatz method. We obtained the energy equation and the radial wavefunctions.

Key concepts: Ansatz, Schrödinger equation, Wave function, Mathematical physics, Physics, Wave equation, Quantum mechanics, Mathematics

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