Abstract
An unstable two-level system decaying into an arbitrary number of channels is considered. It is shown that the mixing phases of the two overlapping resonances can be expressed in the terms of their partial widths and one additional universal mixing parameter. Some applications to a doublet of 2{sup +} resonances in {sup 8}Be and to the {rho}-{omega} systems are considered. 18 refs.
Citation Formats
Sokolov, V V, and Brentano, P von.
Mixing phases of unstable two-level systems.
Russian Federation: N. p.,
1993.
Web.
Sokolov, V V, & Brentano, P von.
Mixing phases of unstable two-level systems.
Russian Federation.
Sokolov, V V, and Brentano, P von.
1993.
"Mixing phases of unstable two-level systems."
Russian Federation.
@misc{etde_10112645,
title = {Mixing phases of unstable two-level systems}
author = {Sokolov, V V, and Brentano, P von}
abstractNote = {An unstable two-level system decaying into an arbitrary number of channels is considered. It is shown that the mixing phases of the two overlapping resonances can be expressed in the terms of their partial widths and one additional universal mixing parameter. Some applications to a doublet of 2{sup +} resonances in {sup 8}Be and to the {rho}-{omega} systems are considered. 18 refs.}
place = {Russian Federation}
year = {1993}
month = {Dec}
}
title = {Mixing phases of unstable two-level systems}
author = {Sokolov, V V, and Brentano, P von}
abstractNote = {An unstable two-level system decaying into an arbitrary number of channels is considered. It is shown that the mixing phases of the two overlapping resonances can be expressed in the terms of their partial widths and one additional universal mixing parameter. Some applications to a doublet of 2{sup +} resonances in {sup 8}Be and to the {rho}-{omega} systems are considered. 18 refs.}
place = {Russian Federation}
year = {1993}
month = {Dec}
}