2010Chinese Physics CRequires access

η-nucleus bound states in nuclei

Wang Teng-Teng

Open publisher page 3 citations

Abstract

The binding energies ∊ η and widths Γ η of η-mesic nuclei are calculated. We parameterize the η self-energy in the nuclear medium as a function of energy and density. We find that the single-particle energies are sensitive to the scattering length, and increase monotonically with the nucleus. The key point for the study of η-nucleus bound states is the η-nuclear optical potential. We study the s -wave interactions of η mesons in a nuclear medium and obtain the optical potential U η ≈ −72 MeV. Comparing our results with the previous results, we find that the ηN scattering length a η N is indeed important to the calculations. With increasing nuclear density the effective mass of the η meson decreases.

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What this paper is about

The binding energies ∊ η and widths Γ η of η-mesic nuclei are calculated. We parameterize the η self-energy in the nuclear medium as a function of energy and density. We find that the single-particle energies are sensitive to the scattering length, and increase monotonically with the nucleus. The key point for the study of η-nucleus bound states is the η-nuclear optical potential. We study the s -wave interactions of η mesons in a nuclear medium and obtain the optical potential U η ≈ −72 MeV. Comparing our results with the previous results, we find that the ηN scattering length a η N is indeed important to the calculations. With increasing nuclear density the effective mass of the η meson decreases.

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Available abstract

The binding energies ∊ η and widths Γ η of η-mesic nuclei are calculated. We parameterize the η self-energy in the nuclear medium as a function of energy and density. We find that the single-particle energies are sensitive to the scattering length, and increase monotonically with the nucleus. The key point for the study of η-nucleus bound states is the η-nuclear optical potential. We study the s -wave interactions of η mesons in a nuclear medium and obtain the optical potential U η ≈ −72 MeV. Comparing our results with the previous results, we find that the ηN scattering length a η N is indeed important to the calculations. With increasing nuclear density the effective mass of the η meson decreases.

Key concepts: Physics, Nucleus, Bound state, Binding energy, Meson, Wave function, Scattering, Atomic physics

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