$(I,J^P)=(1,1/2^+)$ $\Sigma NN$ quasibound state

H. Garcilazo; A. Valcarce

doi:10.3390/sym14112381

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arXiv · 2211.13970

$(I,J^P)=(1,1/2^+)$ $\Sigma NN$ quasibound state

H. Garcilazo·A. Valcarce

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Abstract

JLab has recently found indications of the possible existence of a $\Sigma NN$ resonance at $(3.14 \pm 0.84) - i (2.28 \pm 1.2)$ MeV. In the past, using models that exploit symmetries between the two-baryon sector with and without strangeness, hyperon-nucleon interactions have been derived that reproduce the experimental data of the strangeness $-1$ sector. We make use of these interactions to review existing Faddeev studies of the $\Lambda NN$-$\Sigma NN$ system that show theoretical evidences about a $(I,J^P)=(1,1/2^+)$ $\Sigma NN$ quasibound state near threshold. The calculated position of the pole is at 2.92$\,-i\,$2.17 MeV, in reasonable agreement with the experimental findings.

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H. Garcilazo, A. Valcarce. 2022-11-25. $(I,J^P)=(1,1/2^+)$ $\Sigma NN$ quasibound state. https://doi.org/10.3390/sym14112381

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