$$P_{cc}^N$$ P cc N states in a unitarized coupled-channel approach

Abstract Starting from an effective Lagrangian with heavy quark spin symmetry embedded, the coupled-channel dynamics of the doubly charmed systems $$D^{(*)} \Sigma _c^{(*)}$$ D ( ∗ ) Σ c ( ∗ ) is investigated. The potential underlying our investigation includes t-channel pseudoscalar and vector meso...

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Main Authors: Chao-Wei Shen, Yong-hui Lin, Ulf-G. Meißner
Format: Article
Language:English
Published: SpringerOpen 2023-01-01
Series:European Physical Journal C: Particles and Fields
Online Access:https://doi.org/10.1140/epjc/s10052-023-11177-8
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author Chao-Wei Shen
Yong-hui Lin
Ulf-G. Meißner
author_facet Chao-Wei Shen
Yong-hui Lin
Ulf-G. Meißner
author_sort Chao-Wei Shen
collection DOAJ
description Abstract Starting from an effective Lagrangian with heavy quark spin symmetry embedded, the coupled-channel dynamics of the doubly charmed systems $$D^{(*)} \Sigma _c^{(*)}$$ D ( ∗ ) Σ c ( ∗ ) is investigated. The potential underlying our investigation includes t-channel pseudoscalar and vector meson exchanges. A series of S-wave bound states with isospin $$I=1/2$$ I = 1 / 2 is found by applying the first iterated solution of the N/D method: one state with binding energy 23  MeV in the $$5/2^-$$ 5 / 2 - $$D^*\Sigma _c^*$$ D ∗ Σ c ∗ channel, three states with binding energy 26, 30 and 7 MeV (relative to the thresholds from low to high, respectively) in the $$3/2^-$$ 3 / 2 - $$D\Sigma _c^*$$ D Σ c ∗ - $$D^*\Sigma _c$$ D ∗ Σ c - $$D^*\Sigma _c^*$$ D ∗ Σ c ∗ system and three states with binding energy 32, 8 and 16 MeV in the $$1/2^-$$ 1 / 2 - $$D\Sigma _c$$ D Σ c - $$D^*\Sigma _c$$ D ∗ Σ c - $$D^*\Sigma _c^*$$ D ∗ Σ c ∗ system. Those $$P_{cc}^N$$ P cc N states serve as the open-charm partners of the hidden charm pentaquarks $$P_{\psi }^N$$ P ψ N observed by the LHCb Collaboration.
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spelling doaj.art-72c0e519f44b43d3a8090c3d4445dd792023-03-22T12:09:49ZengSpringerOpenEuropean Physical Journal C: Particles and Fields1434-60522023-01-0183111010.1140/epjc/s10052-023-11177-8$$P_{cc}^N$$ P cc N states in a unitarized coupled-channel approachChao-Wei Shen0Yong-hui Lin1Ulf-G. Meißner2Institute for Advanced Simulation, Institut für Kernphysik and Jülich Center for Hadron PhysicsHelmholtz-Institut für Strahlen- und Kernphysik and Bethe Center for Theoretical Physics, Universität BonnInstitute for Advanced Simulation, Institut für Kernphysik and Jülich Center for Hadron PhysicsAbstract Starting from an effective Lagrangian with heavy quark spin symmetry embedded, the coupled-channel dynamics of the doubly charmed systems $$D^{(*)} \Sigma _c^{(*)}$$ D ( ∗ ) Σ c ( ∗ ) is investigated. The potential underlying our investigation includes t-channel pseudoscalar and vector meson exchanges. A series of S-wave bound states with isospin $$I=1/2$$ I = 1 / 2 is found by applying the first iterated solution of the N/D method: one state with binding energy 23  MeV in the $$5/2^-$$ 5 / 2 - $$D^*\Sigma _c^*$$ D ∗ Σ c ∗ channel, three states with binding energy 26, 30 and 7 MeV (relative to the thresholds from low to high, respectively) in the $$3/2^-$$ 3 / 2 - $$D\Sigma _c^*$$ D Σ c ∗ - $$D^*\Sigma _c$$ D ∗ Σ c - $$D^*\Sigma _c^*$$ D ∗ Σ c ∗ system and three states with binding energy 32, 8 and 16 MeV in the $$1/2^-$$ 1 / 2 - $$D\Sigma _c$$ D Σ c - $$D^*\Sigma _c$$ D ∗ Σ c - $$D^*\Sigma _c^*$$ D ∗ Σ c ∗ system. Those $$P_{cc}^N$$ P cc N states serve as the open-charm partners of the hidden charm pentaquarks $$P_{\psi }^N$$ P ψ N observed by the LHCb Collaboration.https://doi.org/10.1140/epjc/s10052-023-11177-8
spellingShingle Chao-Wei Shen
Yong-hui Lin
Ulf-G. Meißner
$$P_{cc}^N$$ P cc N states in a unitarized coupled-channel approach
European Physical Journal C: Particles and Fields
title $$P_{cc}^N$$ P cc N states in a unitarized coupled-channel approach
title_full $$P_{cc}^N$$ P cc N states in a unitarized coupled-channel approach
title_fullStr $$P_{cc}^N$$ P cc N states in a unitarized coupled-channel approach
title_full_unstemmed $$P_{cc}^N$$ P cc N states in a unitarized coupled-channel approach
title_short $$P_{cc}^N$$ P cc N states in a unitarized coupled-channel approach
title_sort p cc n p cc n states in a unitarized coupled channel approach
url https://doi.org/10.1140/epjc/s10052-023-11177-8
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