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Calculation of highly excited vibrational levels: a prediagonalized Davidson scheme
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摘要
We present a new approach based on the Davidson algorithm which provides eigenvalues and eigenvectors of selected highly excited (ro)vibrational states of polyatomic molecules. The key ingredient is a prediagonalization&ndash;perturbation scheme applied to a subspace of a curvilinear normal modes basis set (including diagonal anharmonicities). The efficiency of this method is illustrated by computing all vibrational states of the H<sub>2sub>CO molecule, up to 9500cm<sup>&minus;1sup> of internal excitation. Convergence of the levels can be assessed during the iteration process by looking at the residual ||(H&minus;E<sub>αsub>)|Ψ<sub>αsub>mg align=center border=0 SRC=/images/glyphs/BEA.GIF>||.

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