期刊
COMPUTATIONAL AND THEORETICAL CHEMISTRY
卷 990, 期 -, 页码 106-111出版社
ELSEVIER
DOI: 10.1016/j.comptc.2012.03.018
关键词
Finite temperature; Doped helium clusters; Alkali impurity; Path integral Monte Carlo; Rubidium dimer
资金
- MICINN [FIS2010-18132, FIS2011-295 96-C02-01]
- Spanish program JAE-PREDOC [JAE-Pre-2010-01277]
- Spanish program JAE-DOC [E-28-2009-0448699]
A path integral Monte Carlo method has been used to study small (He-4)(N)-Rb-2((3)Sigma(+)(u)) complexes at low temperatures. We focus our investigation on the range 1 K <= T <= 2 K for aggregates of different sizes containing between 10 and 40 helium atoms. The extremely weak He-Rb-2 interaction, with a shallower potential depth and a longer equilibrium bond length than in the case of the He-He interaction, favors the preference of the alkali molecular dopant to reside on the helium droplet surface. In spite of the slight perturbation introduced by the rubidium dimer, it serves like a glue for the helium host that, at a given temperature, would not exist as a pure aggregate without the presence of the dopant molecule. It is found that the stability of the clusters increases with the number of He atoms surrounding the Rb-2 dimer. (C) 2012 Elsevier B.V. All rights reserved.
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