An alternative approach to energy eigenvalue problems of anharmonic potentials (Q471639)
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scientific article; zbMATH DE number 6369978
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| English | An alternative approach to energy eigenvalue problems of anharmonic potentials |
scientific article; zbMATH DE number 6369978 |
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An alternative approach to energy eigenvalue problems of anharmonic potentials (English)
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17 November 2014
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Summary: Energy eigenvalues of quartic and sextic type anharmonic potentials are obtained by using an alternative method called asymptotic Taylor expansion method (ATEM) which is an approximate approach based on the asymptotic Taylor series expansion of a function. It is shown that the energy eigenvalues found by ATEM are in excellent agreement with the existing results.
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