Abstract
Method for analysing binary nuclear reaction in the four-body approximation in (2.2) channel, when both interacting ions dissociate into two clusters in considered. Formalism, based on 4-particle problem reduction to 3 particle one is developed for the reaction matrix element calculation. In this case the amplitude of the reaction investigated is expressed through the coherent sum of three-particle apmlitudes of direct and exchange processes taken outside the mass surface. Concrete expressions for calculating the matrix element are derived using the instrument of reduced widths. A brief description of a calculative program in which the considered method is numerically realized is given. 6 refs.; 4 figs.
Citation Formats
Galanina, L I, and Zelenskaya, N S.
Calculation method of binary reaction matrix element in the four-body problem in (2.2) channel; Metod rascheta matrichnogo ehlementa binarnoj reaktsii v zadache 4-kh tel v kanale (2.2).
Russian Federation: N. p.,
1992.
Web.
Galanina, L I, & Zelenskaya, N S.
Calculation method of binary reaction matrix element in the four-body problem in (2.2) channel; Metod rascheta matrichnogo ehlementa binarnoj reaktsii v zadache 4-kh tel v kanale (2.2).
Russian Federation.
Galanina, L I, and Zelenskaya, N S.
1992.
"Calculation method of binary reaction matrix element in the four-body problem in (2.2) channel; Metod rascheta matrichnogo ehlementa binarnoj reaktsii v zadache 4-kh tel v kanale (2.2)."
Russian Federation.
@misc{etde_10126328,
title = {Calculation method of binary reaction matrix element in the four-body problem in (2.2) channel; Metod rascheta matrichnogo ehlementa binarnoj reaktsii v zadache 4-kh tel v kanale (2.2)}
author = {Galanina, L I, and Zelenskaya, N S}
abstractNote = {Method for analysing binary nuclear reaction in the four-body approximation in (2.2) channel, when both interacting ions dissociate into two clusters in considered. Formalism, based on 4-particle problem reduction to 3 particle one is developed for the reaction matrix element calculation. In this case the amplitude of the reaction investigated is expressed through the coherent sum of three-particle apmlitudes of direct and exchange processes taken outside the mass surface. Concrete expressions for calculating the matrix element are derived using the instrument of reduced widths. A brief description of a calculative program in which the considered method is numerically realized is given. 6 refs.; 4 figs.}
place = {Russian Federation}
year = {1992}
month = {Dec}
}
title = {Calculation method of binary reaction matrix element in the four-body problem in (2.2) channel; Metod rascheta matrichnogo ehlementa binarnoj reaktsii v zadache 4-kh tel v kanale (2.2)}
author = {Galanina, L I, and Zelenskaya, N S}
abstractNote = {Method for analysing binary nuclear reaction in the four-body approximation in (2.2) channel, when both interacting ions dissociate into two clusters in considered. Formalism, based on 4-particle problem reduction to 3 particle one is developed for the reaction matrix element calculation. In this case the amplitude of the reaction investigated is expressed through the coherent sum of three-particle apmlitudes of direct and exchange processes taken outside the mass surface. Concrete expressions for calculating the matrix element are derived using the instrument of reduced widths. A brief description of a calculative program in which the considered method is numerically realized is given. 6 refs.; 4 figs.}
place = {Russian Federation}
year = {1992}
month = {Dec}
}