论文标题
调查$ \ mathbf {υ（10753）\ to告诉（1^3d_j）η} $ transilitions
Investigating the $\mathbf{Υ(10753)\to Υ(1^3D_J)η}$ transitions
论文作者
论文摘要
在这项工作中，我们调查了$υ（10753）\ to到达（1^3d_j）η$（$ j = 1,2,3 $）流程，其中$υ（10753）$在$ 4S $ - $ 3D $混合方案下分配为常规底部。我们的结果表明，相关过程具有相当大的分支比率，{\ it i}，分支比率$ \ MATHCAL {b} [υ（10753）\ to告诉（1^3d_ {1}）$和$ \ \ \ \ \ \ \ \ \ \ \ \ nmatcal {b} [B} [B} [B} [n（107553）$ come n（10753） $ 10^{ - 4} -10^{ - 3} $的数量级，而$ \ Mathcal {b} [υ（10753）\toυ（1^3d_ {3}）$ aby $ 10^{ - 6} -6} -10} -10^{ - 5} $。随着Belle II的跑步，这是一个很好的机会，可以找到有关隐藏的底部辐射衰变。
In this work, we investigate the $Υ(10753)\toΥ(1^3D_J)η$ ($J=1,2,3$) processes, where the $Υ(10753)$ is assigned as a conventional bottomonium under the $4S$-$3D$ mixing scheme. Our result shows that the concerned processes have considerable branching ratios, {\it i.e.}, branching ratios $\mathcal{B}[Υ(10753)\toΥ(1^3D_{1})η]$ and $\mathcal{B}[Υ(10753)\toΥ(1^3D_{2})η]$ can reach up to the order of magnitude of $10^{-4}-10^{-3}$, while $\mathcal{B}[Υ(10753)\toΥ(1^3D_{3})η]$ is around $10^{-6}-10^{-5}$. With the running of Belle II, it is a good opportunity for finding out the concerned hidden-bottom hadronic decays.
