J. Flynn, R. Hill, A. Juttner, A. Soni, J. Tsang, O. Witzel
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引用次数: 3
摘要
我们提出了我们的非微扰晶格QCD计算的更新,以确定独家$B\to \pi\ell\nu$, $B\to D \ell\nu$, $B_s\to K\ell \nu$和$B_s\to D_s\ell\nu$衰变的半光子形式因子。我们的计算是基于RBC-UKQCD的$2+1$ -动态风味测量场集合。在价态扇区,我们用畴壁费米子来模拟上、下、奇、粲夸克,而用相对论重夸克的作用来模拟底夸克。连续体极限是基于三个晶格间隔的。使用运动学$z$展开,我们的目标是获得完整$q^2$范围内的形状因子。这些形状因子是预测解决轻子风味普遍性的比率的基础,或者当与实验结果结合时,获得CKM矩阵元素$|V_{ub}|$和$|V_{cb}|$。
Semileptonic $B\to\pi\ell\nu$, $B\to D\ell\nu$, $B_s\to K\ell\nu$, and $B_s\to D_s\ell\nu$ decays
We present updates for our nonperturbative lattice QCD calculations to determine semileptonic form factors for exclusive $B\to \pi\ell\nu$, $B\to D \ell\nu$, $B_s\to K\ell \nu$, and $B_s\to D_s\ell\nu$ decays. Our calculation is based on RBC-UKQCD's set of $2+1$-dynamical-flavor gauge field ensembles. In the valence sector we use domain wall fermions for up/down, strange and charm quarks, whereas bottom quarks are simulated with the relativistic heavy quark action. The continuum limit is based on three lattice spacings. Using kinematical $z$ expansions we aim to obtain form factors over the full $q^2$ range. These form factors are the basis for predicting ratios addressing lepton flavor universality or, when combined with experimental results, to obtain CKM matrix elements $|V_{ub}|$ and $|V_{cb}|$.