论文标题
双重重气囊的弱衰变:$ {\ cal b} _ {cc} \ to {\ cal b} d^{(*)} $
Weak Decays of Doubly Heavy Baryons: ${\cal B}_{cc}\to {\cal B} D^{(*)}$
论文作者
论文摘要
$ξ_{cc}^{++} $的发现激发了研究双重重型重子的新兴趣。在这项研究中,对轻bary $ {\ cal b} _ {cc} $的弱衰变to a Light baryon $ {\ cal b} $和一个魅力的meson $ d^{(*)} $(可以计算伪有或矢量)。在我们先前的工作之后,我们计算出分解假设下的短距离贡献,而长距离贡献则建模为最终状态相互作用,该状态相互作用是用一个粒子交换模型计算的。我们发现$ {\ cal b} _ {cc} \ to {\ cal b} d^{*} $衰变的分支比率显然更大,因为它们会得到更具极化状态的贡献。在我们调查的衰落中,以下是最大的分支分数:$ {\ cal br}(ξ_{Cc}^{++} \rightArrowς^{+} d^{*+})\ in [0.46 \%,3.33 \%,3.33 \%] $ FS; $ {\ cal br}(ξ_{cc}^{+} \rightarrowλd^{*+}) 3.16 \%] $ with $τ_{ξ_{cc}^+} = 45 $ fs;和$ {\ cal br}(ω__{cc}^{+} \rightarrowξ^{0} d^{*+})\ in [0.27 \%,1.03 \%] $,$ {\ cal br} [0.07 \%,0.44 \%] $和$ {\ cal br}(ω__{Cc}^{+} \rightArrowς^{0。通过将纯色通道的衰减宽度与纯领带的衰减宽度,我们发现弓形机构在魅力衰减中起着重要作用。
The discovery of $Ξ_{cc}^{++}$ has inspired new interest in studying doubly heavy baryons. In this study, the weak decays of a doubly charmed baryon ${\cal B}_{cc}$ to a light baryon ${\cal B}$ and a charm meson $D^{(*)}$ (either a pseudoscalar or a vector one) are calculated. Following our previous work, we calculate the short distance contributions under the factorization hypothesis, whereas the long distance contributions are modeled as the final state interactions which are calculated with the one particle exchange model. We find that the ${\cal B}_{cc}\to {\cal B} D^{*}$ decays' branching ratios are obviously larger, as they receive contributions of more polarization states. Among the decays that we investigate, the following have the largest branching fractions: ${\cal BR}(Ξ_{cc}^{++}\rightarrowΣ^{+}D^{*+}) \in [0.46\%, 3.33\%]$ estimated with $τ_{Ξ_{cc}^{++}}=256$ fs; ${\cal BR}(Ξ_{cc}^{+}\rightarrowΛD^{*+}) \in [0.38\%, 2.63\%]$ and ${\cal BR}(Ξ_{cc}^{+}\rightarrowΣ^{0} D^{*+}) \in [0.45\%, 3.16\%]$ with $τ_{Ξ_{cc}^+}=45$ fs; and ${\cal BR}(Ω_{cc}^{+}\rightarrowΞ^{0} D^{*+}) \in [0.27\%, 1.03\%]$, ${\cal BR}(Ω_{cc}^{+}\rightarrowΞ^{0} D^{+}) \in [0.07\%, 0.44\%]$ and ${\cal BR}(Ω_{cc}^{+}\rightarrowΣ^{0} D^{*+}) \in [0.06\%, 0.45\%]$ with $τ_{Ω_{cc}^+}=75$ fs. By comparing the decay widths of pure color commensurate channels with those of pure bow-tie ones, we find that the bow-tie mechanism plays an important role in charm decays.