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Volumn 108, Issue 11, 2010, Pages 1513-1529
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Computationally efficient recurrence relations for one-dimensional Franck-Condon overlap integrals
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Author keywords
Franck Condon factors; harmonic oscillator overlap; Morse oscillator overlap; non Condon factors; recurrence relations
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Indexed keywords
ANALYTICAL EXPRESSIONS;
BASIS SETS;
COMPUTATIONALLY EFFICIENT;
DIRECT USE;
DISSOCIATION LIMIT;
EIGENVALUES;
EIGENVECTORS;
FRANCK-CONDON;
FRANCK-CONDON FACTORS;
GAMMA FUNCTION;
HARMONIC OSCILLATOR FUNCTIONS;
HARMONIC OSCILLATOR MODEL;
HARMONIC OSCILLATORS;
MACHINE PRECISION;
MATRIX ELEMENTS;
MORSE OSCILLATOR;
MORSE POTENTIALS;
OVERLAP INTEGRALS;
QUANTUM NUMBERS;
RECURRENCE RELATIONS;
BAND STRUCTURE;
CHEMICAL BONDS;
EIGENVALUES AND EIGENFUNCTIONS;
ELECTRON TRANSITIONS;
HARMONIC ANALYSIS;
HARMONIC FUNCTIONS;
MOLECULAR ORBITALS;
OSCILLATORS (MECHANICAL);
SCHRODINGER EQUATION;
WAVE FUNCTIONS;
OSCILLATORS (ELECTRONIC);
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EID: 77954043826
PISSN: 00268976
EISSN: 13623028
Source Type: Journal
DOI: 10.1080/00268971003762142 Document Type: Article |
Times cited : (10)
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References (66)
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