Heavy-Strange mesons from Lattice QCD and HEFT

In this study, we investigate the four $P$-wave $D_s$ states mesons within a Hamiltonian effective field theory framework (HEFT), where both the $c\bar s$ and $D^{(*)}K$ components, as well as their interactions, are taken into account. The coupling between the $c\bar s$ and $D^{(*)}K$ is modeled via the quark-antiquark pair creation mechanism, while the interaction within $D^{(*)}K$ is described using the one-boson exchange model. The resulting coupled-channel system is discretized in a finite volume, and the model parameters are constrained by fitting to lattice QCD energy levels. Our analysis shows that the lower states, $D_{s 0}^*(2317)$ and $D_{s 1}^*(2460)$ are strong mixtures of $c\bar s$ and $D^{(*)}K$ components, while the higher states,$D_{s 1}^*(2536)$ and $D_{s 2}^*(2573)$ are predominantly conventional $P$-wave $c\bar s$ meson.

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Publication Details

Published
2025-10-24
DOI
https://doi.org/10.22323/1.483.0126
Primary Topic
Quantum Chromodynamics and Particle Interactions
Type
article
Field-Weighted Citation Impact
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article

Heavy-Strange mesons from Lattice QCD and HEFT

Makoto Oka, Jia-Jun Wu, Guang-Juan Wang, Z. W. Yang et al.
Quantum Chromodynamics and Particle Interactions
article

Heavy-Strange mesons from Lattice QCD and HEFT

Makoto Oka, Jia-Jun Wu, Guang-Juan Wang, Z. W. Yang, Shi-Lin Zhu
article en

Abstract

In this study, we investigate the four $P$-wave $D_s$ states mesons within a Hamiltonian effective field theory framework (HEFT), where both the $c\bar s$ and $D^{(*)}K$ components, as well as their interactions, are taken into account. The coupling between the $c\bar s$ and $D^{(*)}K$ is modeled via the quark-antiquark pair creation mechanism, while the interaction within $D^{(*)}K$ is described using the one-boson exchange model. The resulting coupled-channel system is discretized in a finite volume, and the model parameters are constrained by fitting to lattice QCD energy levels. Our analysis shows that the lower states, $D_{s 0}^*(2317)$ and $D_{s 1}^*(2460)$ are strong mixtures of $c\bar s$ and $D^{(*)}K$ components, while the higher states,$D_{s 1}^*(2536)$ and $D_{s 2}^*(2573)$ are predominantly conventional $P$-wave $c\bar s$ meson.

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Quantum Chromodynamics and Particle Interactions
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