Properties of 4ΛH Hypernucleus in Three-Cluster Microscopic Models | Zendy

A. V. Nesterov | Zendy; M. Solokha-Klymchak | Zendy

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Properties of 4ΛH Hypernucleus in Three-Cluster Microscopic Models

Author(s) -

A. V. Nesterov,

M. Solokha-Klymchak

Publication year - 2021

Publication title -

ukrainian journal of physics

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.213

H-Index - 17

eISSN - 2071-0194

pISSN - 2071-0186

DOI - 10.15407/ujpe66.10.846

Subject(s) - hypernucleus , cluster (spacecraft) , physics , cluster analysis , statistical physics , binary number , spectrum (functional analysis) , atomic physics , quantum mechanics , mathematics , statistics , computer science , nucleon , arithmetic , hyperon , programming language

Within the framework of microscopic three-cluster algebraic models with possible consideration of clustering types (D + n) + Λ, (D + Λ) + n, and (n + Λ) + D, the properties of discrete spectrum states of hypernucleus 4ΛH and continuous spectrum states in the 3H + Λ channel are studied. It is shown that the cluster structure is almost completely determined by the clustering (D + n) + Λ with a rather appreciable effect from the polarization of the binary subsystem (D + n) due to its interaction with the Λ particle.

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