Sturmian Basis Matrix Solution of Vibrational Potentials
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Elsevier
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info:eu-repo/semantics/closedAccess
Abstract
An efficient basis set for use with the Harris, Engerholm and Gwinn solution of one-dimensional vibrational potentials has been derived from centrosymmetric sturmian Laguerre functions using the l = 0 condition. Six-figure accuracy is achieved for n bound levels of the Morse and Fues potentials using 4n sturmian functions. With simple formulas and sparse arrays, convergence to all bound levels is achieved.
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Keywords
Journal or Series
Chemical Physics Letters
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Volume
85
Issue
1
Citation
Yurtsever, E., Yilmaz, O., & Shillady, D. D. (1982). STURMIAN BASIS MATRIX
SOLUTION OF VIBRATIONAL POTENTIALS.
