Abstract
Based on the Francis-Watson definition and the Faddeev integral-equation method, the three-body formalism of the effective interaction between a particle and a two-particle bound system has been developed. As an example, a three-body model with interaction chosen in the form of the sum of two pair potentials (namely a short-range (separable) potential and the Coulomb one) is considered. A new non-perturbative three-body method for studying asymptotic behaviour of the polarization potential at large distances of a particle to a two-particle complex is suggested. The formula for the electric dipole polarizability of the two-particle system is derived. (author). 23 refs.
Citation Formats
Kharchenko, V F, and Shadchin, S A.
Three-body theory of the effective interaction between a particle and a two-particle bound system.
Ukraine: N. p.,
1993.
Web.
Kharchenko, V F, & Shadchin, S A.
Three-body theory of the effective interaction between a particle and a two-particle bound system.
Ukraine.
Kharchenko, V F, and Shadchin, S A.
1993.
"Three-body theory of the effective interaction between a particle and a two-particle bound system."
Ukraine.
@misc{etde_10130799,
title = {Three-body theory of the effective interaction between a particle and a two-particle bound system}
author = {Kharchenko, V F, and Shadchin, S A}
abstractNote = {Based on the Francis-Watson definition and the Faddeev integral-equation method, the three-body formalism of the effective interaction between a particle and a two-particle bound system has been developed. As an example, a three-body model with interaction chosen in the form of the sum of two pair potentials (namely a short-range (separable) potential and the Coulomb one) is considered. A new non-perturbative three-body method for studying asymptotic behaviour of the polarization potential at large distances of a particle to a two-particle complex is suggested. The formula for the electric dipole polarizability of the two-particle system is derived. (author). 23 refs.}
place = {Ukraine}
year = {1993}
month = {Dec}
}
title = {Three-body theory of the effective interaction between a particle and a two-particle bound system}
author = {Kharchenko, V F, and Shadchin, S A}
abstractNote = {Based on the Francis-Watson definition and the Faddeev integral-equation method, the three-body formalism of the effective interaction between a particle and a two-particle bound system has been developed. As an example, a three-body model with interaction chosen in the form of the sum of two pair potentials (namely a short-range (separable) potential and the Coulomb one) is considered. A new non-perturbative three-body method for studying asymptotic behaviour of the polarization potential at large distances of a particle to a two-particle complex is suggested. The formula for the electric dipole polarizability of the two-particle system is derived. (author). 23 refs.}
place = {Ukraine}
year = {1993}
month = {Dec}
}