Abstract
The high energy approximation (HEA-method) in the three-dimensional quasi-classics is applied to one-nucleon transfer reactions with heavy ions. An important role of the classical deflection angle introduced is established. The transition amplitude is obtained in an analytical form. Good agreement with experimental data is obtained at different energies. 8 p., 3 figs.
Fedotov, S I;
Luk`yanov, V K;
[1]
Gridnev, K A
[2]
- Joint Inst. for Nuclear Research, Dubna (Russian Federation). Lab. of Theoretical Physics
- Leningradskij Gosudarstvennyj Univ., Leningrad (Russian Federation)
Citation Formats
Fedotov, S I, Luk`yanov, V K, and Gridnev, K A.
Heavy Ion One-Nucleon Transfer Reactions in Quasi-Classics at High Energies.
JINR: N. p.,
1994.
Web.
Fedotov, S I, Luk`yanov, V K, & Gridnev, K A.
Heavy Ion One-Nucleon Transfer Reactions in Quasi-Classics at High Energies.
JINR.
Fedotov, S I, Luk`yanov, V K, and Gridnev, K A.
1994.
"Heavy Ion One-Nucleon Transfer Reactions in Quasi-Classics at High Energies."
JINR.
@misc{etde_10125431,
title = {Heavy Ion One-Nucleon Transfer Reactions in Quasi-Classics at High Energies}
author = {Fedotov, S I, Luk`yanov, V K, and Gridnev, K A}
abstractNote = {The high energy approximation (HEA-method) in the three-dimensional quasi-classics is applied to one-nucleon transfer reactions with heavy ions. An important role of the classical deflection angle introduced is established. The transition amplitude is obtained in an analytical form. Good agreement with experimental data is obtained at different energies. 8 p., 3 figs.}
place = {JINR}
year = {1994}
month = {Dec}
}
title = {Heavy Ion One-Nucleon Transfer Reactions in Quasi-Classics at High Energies}
author = {Fedotov, S I, Luk`yanov, V K, and Gridnev, K A}
abstractNote = {The high energy approximation (HEA-method) in the three-dimensional quasi-classics is applied to one-nucleon transfer reactions with heavy ions. An important role of the classical deflection angle introduced is established. The transition amplitude is obtained in an analytical form. Good agreement with experimental data is obtained at different energies. 8 p., 3 figs.}
place = {JINR}
year = {1994}
month = {Dec}
}