The Solution of Schrodinger Equation with the Anharmonic Potential V(r) = ar4+ br3 + cr2 + dr + er-1 + fr-2 Using Ansatz Method
Kristiana Nathalia Wea, Suparmi Suparmi, C. Cari, Fuad Anwar
Abstract
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Kristiana Nathalia Wea, Suparmi Suparmi, C. Cari, Fuad Anwar
Abstract
Open-access reader
Using an ansatz for eigenvalue, we obtain the solution of Schrodinger equation D-dimensional with the potential V(r) = ar 4 + br 3 + cr 2 + dr + er -1 + fr -2 . We can determine the eigenfunction and the eigenvalue from that Schrodinger equation.
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Using an ansatz for eigenvalue, we obtain the solution of Schrodinger equation D-dimensional with the potential V(r) = ar 4 + br 3 + cr 2 + dr + er -1 + fr -2 . We can determine the eigenfunction and the eigenvalue from that Schrodinger equation.
Key concepts: Eigenfunction, Schrödinger equation, Eigenvalues and eigenvectors, Ansatz, Physics, Anharmonicity, Mathematical physics, Atomic physics