论文标题

调查由$ cc \ bar {c} \ bar {b} $和$ bb \ bar {b} \ bar {c} $组成的全热四夸克人

Investigating full-heavy tetraquarks composed of $cc\bar{c}\bar{b}$ and $bb\bar{b}\bar{c}$

论文作者

Hu, Jing, He, Bing-Ran, Ping, Jia-Lun

论文摘要

在手性Quark模型中,系统地研究了全重的Tetraquarks $ cc \ bar {c} \ bar {b} $和$ bb \ bar {b} \ bar {b} \ bar {c} $。在这项工作中考虑了梅森 - 膜结构,diquark-antidiquark结构和k结构。 $ cc \ bar {c} \ bar {b} $和$ bb \ bar {b} \ bar {c} $ systems in $ ij^{p} = 00^{+},01^{+} $和$ 02^{+} $ Channels。但是,对于$ cc \ bar {c} \ bar {b} $系统,三个可能的共振状态,能量为$ 10079〜 {\ rm mev} $,$ 10081〜 {\ rm mev} $,$ 10177〜分别为02^{+} $,它们的衰减宽度$γ$为$ 6.7-8.4〜 {\ rm mev} $,$ 1.4-7.2〜 {\ rm mev} $和$ 9.1-11.1〜{\ rm mev} $。对于$ bb \ bar {b} \ bar {c} $系统,还存在三种可能的共振状态,其能量为$ 16474〜 {\ rm mev} $,$ 16474〜 {\ rm mev} $和$ 16541〜 $ 02^{+} $分别为$ 2.2-6.1〜 {\ rm mev} $,$ 2.2-6.9〜 {\ rm mev} $和$ 5.3-8.5〜 {\ rmmev} $。 $ bc \ bar {c} \ bar {c} $和$ cb \ bar {b} \ bar {b} $系统将与$ cc \ bar {c} \ bar {b} $和$ bb \ bar {bb \ bar {b} \ bar {c} $具有相同的结果。这些全面的共振状态值得在将来的实验中进行搜索。

The full-heavy tetraquarks $cc\bar{c}\bar{b}$ and $bb\bar{b}\bar{c}$ are systematically investigated within the chiral quark model. The meson-meson structure, diquark-antidiquark structure and K-structure are considered in this work. There is no bound state for $cc\bar{c}\bar{b}$ and $bb\bar{b}\bar{c}$ systems in $ IJ^{P}=00^{+},01^{+}$ and $ 02^{+}$ channels. However, for $cc\bar{c}\bar{b}$ system, three possible resonance states with energy of $ 10079~{\rm MeV} $, $ 10081~{\rm MeV} $ and $ 10177~{\rm MeV} $ are found in $ IJ^{P}=00^{+},01^{+}$ and $ 02^{+}$, respectively, and their decay width $ Γ$ are $6.7-8.4~{\rm MeV} $, $1.4-7.2~{\rm MeV} $ and $9.1-11.1~{\rm MeV} $. For $bb\bar{b}\bar{c}$ system, there also exist three possible resonance states with energy of $ 16474~{\rm MeV} $, $ 16474~{\rm MeV} $ and $ 16541~{\rm MeV} $ in $ IJ^{P}=00^{+},01^{+}$ and $ 02^{+}$, respectively, and the decay widths $ Γ$ of them are $2.2-6.1~{\rm MeV} $, $2.2-6.9~{\rm MeV} $ and $5.3-8.5~{\rm MeV} $. $bc\bar{c}\bar{c}$ and $cb\bar{b}\bar{b}$ systems will have the same results as $cc\bar{c}\bar{b}$ and $bb\bar{b}\bar{c}$, respectively. These full-heavy resonance states are worthy to be searched in the future experiments.

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