A varMlon-perturbation method has been used to calculate the dynamic polarizabllities al(w) and Q,,(W) of the hydrogen molecule. Values have been obtained for frequencies below the first exatation for a fned bond len@h of I.4 au.
Variational calculation of dynamic polarizabilities
β Scribed by M. Krauss; D. Neumann
- Publisher
- Elsevier Science
- Year
- 1977
- Tongue
- English
- Weight
- 256 KB
- Volume
- 52
- Category
- Article
- ISSN
- 0009-2614
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β¦ Synopsis
The finite field method of obtaining static multipole polarizabilitics is extended to the calculation of dynamic polarizabilitics. The first-order frequency dependent wavcfunction is obtained variationally using a trial function, h(w) Q,(O). I,!J~(O) is the first-order wavcfunction obtained in the static calculation.
The results are applied to the approximation of the dynamic polarizability at Imaginary frequencies. These are then used to calculate the coefficients for the inverse power series reprcscntatton of the interatomic potential energy. The method has been applied to two simple cases, hydrogen and helium. For hydrogen the present method yields results close to the exact values for the static dipoie polarizability and the dipole-dipole van dcr Waals cocfficicnt, c6. In the case of helium a simple Hartree-Fock function was perturbed but the results arc still encouraging with the dipole-dipole van der Waals coefficient, c6, calculated to within 7% of the accurate
π SIMILAR VOLUMES
## Abstract We investigate whether or not a previously proposed variationβperturbation method for calculating static polarizabilities can be used also to calculate dynamic polarizabilities. We find that the method can be used for frequencies below the first excitation frequency of the system. By am
The variation-perttibation method previously used in the calculation of dynamic polarizabilities of the hyd!ogen atom and long-range dispersion energy coefficients between hydrogen atoms is applied, within the framework of uncoupled Hartree-Fock perturbation theory. to the dipole and quadrupole pola