Effective two-body model for spectra of clusters of H 2, H 3, He 3, and He 4 with He 4, and H 2 - He 4 scattering

© 2017 American Physical Society. Four light-mass nuclei are considered by an effective two-body clusterization method: Li7 as H3+He4,Be7 as He3+He4,Be8 as He4+He4, and Li6 as H2+He4. The low-energy spectra of the first three are determined from single-channel Lippmann-Schwinger equations. For the l...

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Main Authors: Fraser, P., Massen-Hane, K., Kadyrov, A., Amos, K., Bray, Igor, Canton, L.
Format: Journal Article
Published: The American Physical Society 2017
Online Access:http://hdl.handle.net/20.500.11937/55119
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author Fraser, P.
Massen-Hane, K.
Kadyrov, A.
Amos, K.
Bray, Igor
Canton, L.
author_facet Fraser, P.
Massen-Hane, K.
Kadyrov, A.
Amos, K.
Bray, Igor
Canton, L.
author_sort Fraser, P.
building Curtin Institutional Repository
collection Online Access
description © 2017 American Physical Society. Four light-mass nuclei are considered by an effective two-body clusterization method: Li7 as H3+He4,Be7 as He3+He4,Be8 as He4+He4, and Li6 as H2+He4. The low-energy spectra of the first three are determined from single-channel Lippmann-Schwinger equations. For the last, two uncoupled sets of equations are considered: those involving the S31 and those of the posited 1S0 states of H2. Low-energy elastic scattering cross sections are calculated from the same H2+He4 Hamiltonian, for many angles and energies for which data are available. While some of these systems may be more fully described by many-body theories, this work establishes that a large amount of data may be explained by these two-body clusterizations.
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institution Curtin University Malaysia
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spelling curtin-20.500.11937-551192018-03-29T09:09:25Z Effective two-body model for spectra of clusters of H 2, H 3, He 3, and He 4 with He 4, and H 2 - He 4 scattering Fraser, P. Massen-Hane, K. Kadyrov, A. Amos, K. Bray, Igor Canton, L. © 2017 American Physical Society. Four light-mass nuclei are considered by an effective two-body clusterization method: Li7 as H3+He4,Be7 as He3+He4,Be8 as He4+He4, and Li6 as H2+He4. The low-energy spectra of the first three are determined from single-channel Lippmann-Schwinger equations. For the last, two uncoupled sets of equations are considered: those involving the S31 and those of the posited 1S0 states of H2. Low-energy elastic scattering cross sections are calculated from the same H2+He4 Hamiltonian, for many angles and energies for which data are available. While some of these systems may be more fully described by many-body theories, this work establishes that a large amount of data may be explained by these two-body clusterizations. 2017 Journal Article http://hdl.handle.net/20.500.11937/55119 10.1103/PhysRevC.96.014619 The American Physical Society restricted
spellingShingle Fraser, P.
Massen-Hane, K.
Kadyrov, A.
Amos, K.
Bray, Igor
Canton, L.
Effective two-body model for spectra of clusters of H 2, H 3, He 3, and He 4 with He 4, and H 2 - He 4 scattering
title Effective two-body model for spectra of clusters of H 2, H 3, He 3, and He 4 with He 4, and H 2 - He 4 scattering
title_full Effective two-body model for spectra of clusters of H 2, H 3, He 3, and He 4 with He 4, and H 2 - He 4 scattering
title_fullStr Effective two-body model for spectra of clusters of H 2, H 3, He 3, and He 4 with He 4, and H 2 - He 4 scattering
title_full_unstemmed Effective two-body model for spectra of clusters of H 2, H 3, He 3, and He 4 with He 4, and H 2 - He 4 scattering
title_short Effective two-body model for spectra of clusters of H 2, H 3, He 3, and He 4 with He 4, and H 2 - He 4 scattering
title_sort effective two-body model for spectra of clusters of h 2, h 3, he 3, and he 4 with he 4, and h 2 - he 4 scattering
url http://hdl.handle.net/20.500.11937/55119