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Title: Application of the Faddeev-Watson expansion to thermal collisions of Rydberg atoms with neutral particles

Journal Article · · Phys. Rev. A; (United States)

The Faddeev-Watson expansion (FWE) for the T operator is applied to the study of thermal collisions between Rydberg atom and neutral atom. These collisions are considered as a three-body problem (the perturber, the Rydberg electron, and its parent core) and it is assumed, as already done in most theoretical works dealing with Rydberg-atom--atom collisions, that the core-perturber interaction can be neglected. Then the evaluation of the FWE first- and second-order terms is made tractable by using an appropriate separable potential for the Rydberg-electron--perturber interaction. The evaluation of the second-order term allows us to estimate the importance of taking into account explicitly the Rydberg-electron--core interaction in the expression of the (three-body) T operator for the thermal collisions considered. Detailed calculations for the process Rb(n, l = 0)+He ..-->..Rb(n',l')+He are presented and discussed. The FWE second-order term has been evaluated for the first time by taking the (two-body) t operator associated with the Rydberg atom (valence electron plus parent core) as the Coulomb potential. The contribution of the FWE second-order term to the scattering amplitude decreases as n increases and is found especially significant when both the momentum transfers involved in the collision are large and the values of l and l' are small.

Research Organization:
Service de Physique des Atomes et des Surfaces, Centre d'Etudes Nucleaires de Saclay, F-91191 Gif-sur-Yvette Cedex, France
OSTI ID:
6083582
Journal Information:
Phys. Rev. A; (United States), Vol. 27:4
Country of Publication:
United States
Language:
English