Abstract: The Wilson GF-matrix method of solving the problem of vibrational eigenvalues sometimes leads to G-matrix with redundancies. The paper discusses, when Godnev-Oriova-Rigina's method is used, the problem of redundancy conditions among the internal coordinates and rows of G-matrix with zero eigenvalues. It is shown, in short matrix form, that the same relations are satisfied both for the coordinates and G-matrix rows. It is also shown that the same relations correspond in L-matrices, if exist, and in the compliance matrix and the matrix of G-eigenvectors.
Publication Year: 1984
Publication Date: 1984-03-01
Language: en
Type: article
Indexed In: ['crossref']
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Cited By Count: 3
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