Title of article :
Rototranslational sum rules for static and dynamic polarisabilities Original Research Article
Author/Authors :
Olivier Quinet، نويسنده , , Benoît Champagne، نويسنده , , Paolo Lazzeretti Close preview | ، نويسنده ,
Issue Information :
دوهفته نامه با شماره پیاپی سال 2005
Pages :
9
From page :
131
To page :
139
Abstract :
Sum rules providing conditions for invariance of static and frequency-dependent molecular electric polarisabilities and hyperpolarisabilities in translations and rotations of the coordinate system are discussed. It is shown that these sum rules can be used to check the correctness of a computer code for analytical geometric derivatives of response properties and for the ab initio prediction of absorption and scattering intensities in vibrational spectroscopies. Numerical tests have been carried out for a set of small molecules.
Keywords :
Analytic geometrical derivatives , Invariance conditions , Polarisabilities and hyperpolarisabilities , Quantum mechanical sum rules
Journal title :
Computer Physics Communications
Serial Year :
2005
Journal title :
Computer Physics Communications
Record number :
1136985
Link To Document :
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