K̅pp and K̅K̅p Clusters

The three-body kaonic K̅pp and K̅K̅p clusters are studied using the method of hyperspherical harmonics (HH) in momentum representation and differential Faddeev equations (DFE). We use different NN and K̅N interactions. Results obtained by the methods of HH and DFE are in reasonable agreement. The bi...

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Main Authors: Kezerashvili Roman Ya., Tsiklauri Shalva M., Filikhin Igor N., Suslov Vladimir M., Vlahovic Branislav
Format: Article
Language:English
Published: EDP Sciences 2016-01-01
Series:EPJ Web of Conferences
Online Access:http://dx.doi.org/10.1051/epjconf/201611307005
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author Kezerashvili Roman Ya.
Tsiklauri Shalva M.
Filikhin Igor N.
Suslov Vladimir M.
Vlahovic Branislav
author_facet Kezerashvili Roman Ya.
Tsiklauri Shalva M.
Filikhin Igor N.
Suslov Vladimir M.
Vlahovic Branislav
author_sort Kezerashvili Roman Ya.
collection DOAJ
description The three-body kaonic K̅pp and K̅K̅p clusters are studied using the method of hyperspherical harmonics (HH) in momentum representation and differential Faddeev equations (DFE). We use different NN and K̅N interactions. Results obtained by the methods of HH and DFE are in reasonable agreement. The binding energy and the width show very strong dependence on the K̅N potential. We have two different classes of results: the results based on phenomenological strong K̅N potential, and the results obtained with much weaker chiral SU(3)-based K̅N potential.
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spelling doaj.art-c1f3bf91f77b46c7a7eda250d0e166af2022-12-21T22:52:50ZengEDP SciencesEPJ Web of Conferences2100-014X2016-01-011130700510.1051/epjconf/201611307005epjconf_fb2016_07005K̅pp and K̅K̅p ClustersKezerashvili Roman Ya.0Tsiklauri Shalva M.1Filikhin Igor N.2Suslov Vladimir M.3Vlahovic Branislav4New York City College of Technology, The City University of New YorkBorough of Manhattan Community College, The City University of New YorkNorth Carolina Central UniversityNorth Carolina Central UniversityNorth Carolina Central UniversityThe three-body kaonic K̅pp and K̅K̅p clusters are studied using the method of hyperspherical harmonics (HH) in momentum representation and differential Faddeev equations (DFE). We use different NN and K̅N interactions. Results obtained by the methods of HH and DFE are in reasonable agreement. The binding energy and the width show very strong dependence on the K̅N potential. We have two different classes of results: the results based on phenomenological strong K̅N potential, and the results obtained with much weaker chiral SU(3)-based K̅N potential.http://dx.doi.org/10.1051/epjconf/201611307005
spellingShingle Kezerashvili Roman Ya.
Tsiklauri Shalva M.
Filikhin Igor N.
Suslov Vladimir M.
Vlahovic Branislav
K̅pp and K̅K̅p Clusters
EPJ Web of Conferences
title K̅pp and K̅K̅p Clusters
title_full K̅pp and K̅K̅p Clusters
title_fullStr K̅pp and K̅K̅p Clusters
title_full_unstemmed K̅pp and K̅K̅p Clusters
title_short K̅pp and K̅K̅p Clusters
title_sort kpp and kkp clusters
url http://dx.doi.org/10.1051/epjconf/201611307005
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AT tsiklaurishalvam kppandkkpclusters
AT filikhinigorn kppandkkpclusters
AT suslovvladimirm kppandkkpclusters
AT vlahovicbranislav kppandkkpclusters