Abstract
Numerical method is proposed for solving the one-channel scattering problem based on its representation as a linear problem with zero boundary values. The latter is approximated by the finite elements method. The results of numerical computations are presented for different potentials and compared with other analogous results. The paper contains the problem and results in the adiabatic hyperspherical approach for the positronium positive ion (e{sup +}e{sup +}e{sup -}). 18 refs.; 1 fig.; 10 tabs.
Citation Formats
Gusev, V V, and Puzynin, V I.
The one-channel scattering problem as a problem with zero boundary values and its solution with the finite elements method; Odnokanal`naya zadacha rasseyaniya kak odnorodnaya granichnaya zadacha i ee reshenie metodom konechnykh ehlementov.
USSR: N. p.,
1989.
Web.
Gusev, V V, & Puzynin, V I.
The one-channel scattering problem as a problem with zero boundary values and its solution with the finite elements method; Odnokanal`naya zadacha rasseyaniya kak odnorodnaya granichnaya zadacha i ee reshenie metodom konechnykh ehlementov.
USSR.
Gusev, V V, and Puzynin, V I.
1989.
"The one-channel scattering problem as a problem with zero boundary values and its solution with the finite elements method; Odnokanal`naya zadacha rasseyaniya kak odnorodnaya granichnaya zadacha i ee reshenie metodom konechnykh ehlementov."
USSR.
@misc{etde_10128886,
title = {The one-channel scattering problem as a problem with zero boundary values and its solution with the finite elements method; Odnokanal`naya zadacha rasseyaniya kak odnorodnaya granichnaya zadacha i ee reshenie metodom konechnykh ehlementov}
author = {Gusev, V V, and Puzynin, V I}
abstractNote = {Numerical method is proposed for solving the one-channel scattering problem based on its representation as a linear problem with zero boundary values. The latter is approximated by the finite elements method. The results of numerical computations are presented for different potentials and compared with other analogous results. The paper contains the problem and results in the adiabatic hyperspherical approach for the positronium positive ion (e{sup +}e{sup +}e{sup -}). 18 refs.; 1 fig.; 10 tabs.}
place = {USSR}
year = {1989}
month = {Dec}
}
title = {The one-channel scattering problem as a problem with zero boundary values and its solution with the finite elements method; Odnokanal`naya zadacha rasseyaniya kak odnorodnaya granichnaya zadacha i ee reshenie metodom konechnykh ehlementov}
author = {Gusev, V V, and Puzynin, V I}
abstractNote = {Numerical method is proposed for solving the one-channel scattering problem based on its representation as a linear problem with zero boundary values. The latter is approximated by the finite elements method. The results of numerical computations are presented for different potentials and compared with other analogous results. The paper contains the problem and results in the adiabatic hyperspherical approach for the positronium positive ion (e{sup +}e{sup +}e{sup -}). 18 refs.; 1 fig.; 10 tabs.}
place = {USSR}
year = {1989}
month = {Dec}
}