Second-order pcrturbatron rheory rs used fo calculate the sphcruA harmoruc coefficients of the angular pau correlatton function and the drelectnc constant and Kerr paramctcr of Stockmayer thuds wtth dtpoles and quadrupoles The results mdrcate that the drclectrrc constant and the Kerr parameter both
Second-order perturbation theory for the angular pair correlation function in molecular fluids
✍ Scribed by S. Murad; K.E. Gubbins; C.G. Gray
- Publisher
- Elsevier Science
- Year
- 1979
- Tongue
- English
- Weight
- 324 KB
- Volume
- 65
- Category
- Article
- ISSN
- 0009-2614
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✦ Synopsis
Second-order Perrurb3tion theory is used fo calculate spherhi ixmnonic coefficients oi the rtn@nr pair correlation functiong(rwIw~) for a Iiquid in \ihich the molecules inreracr xxith ;\ pair porsnrial that is. the sum ot LennardJones and qwdrupotc-qu;ldrupoIr parts_ The r&or) is cumpsred with both moIecul;tr d) nxnics rcruits and xx irh the predictmns of rhc GHF = LIIXC, QHXC and fusr-ordrr perturbation thrwries Sewnd-order perturbation theory gires ewzellenr rc%dts for the harmonic coefficient g(214:r)_ but is poorer forx(121.r) andg(107.r).
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