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- W751252078 abstract "A usual step in solving totally Schrodinger equation is to try first the case when dimensionless position independent variable w is large. In this case the Harmonic Oscillator equation takes the form (d(exp 2)/dw(exp 2) - w(exp 2))F = 0, and following W.K.B. method, it gives the intermediate corresponding solution F = exp(-w(exp 2)/2), which actually satisfies exactly another equation, (d(exp 2)/dw(exp 2) + 1 - w(exp 2))F = 0. We apply a different method, useful in anharmonic oscillator equations, similar to that of Rampal and Datta, and although it is slightly more complicated however it is also more general and systematic." @default.
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- W751252078 date "1995-01-01" @default.
- W751252078 modified "2023-10-01" @default.
- W751252078 title "A method of solving simple harmonic oscillator Schroedinger equation" @default.
- W751252078 hasPublicationYear "1995" @default.
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