论文标题

通过Kloe实验的$ k_s \至πeν$分支的测量

Measurement of the $K_S \to πe ν$ branching fraction with the KLOE experiment

论文作者

Babusci, D., Berlowski, M., Bloise, C., Bossi, F., Branchini, P., Cao, B., Ceradini, F., Ciambrone, P., Curciarello, F., Czerwiński, E., D'Agostini, G., D'Amico, R., Danè, E., De Leo, V., De Lucia, E., De Santis, A., De Simone, P., Di Cicco, A., Di Domenico, A., Diociaiuti, E., Domenici, D., D'Uffizi, A., Fantini, G., Gajos, A., Gamrat, S., Gauzzi, P., Giovannella, S., Graziani, E., Kang, X., Kupsc, A., Mandaglio, G., Martini, M., Miscetti, S., Moskal, P., Passeri, A., del Rio, E. Perez, Schioppa, M., Selce, A., Silarski, M., Sirghi, F., Solodov, E. P., Wiślicki, W., Wolke, M.

论文摘要

衰减的分支$ k_s \至πeν$的分支分数是用$ ϕ \ to k_l k_l k_s $衰减的3亿美元$ k_s $梅森的样本测量的。信号衰减是由具有运动变量和飞行时间测量的增强决策树选择的。 $ k_l \toπeν$衰减的数据控制样本用于评估信号选择效率。适合重建的电子质量分布发现49647 $ \ pm $ 316信号事件。归一化为$ k_s \至π^+π^ - $衰减事件的分支分数的结果为$ \ Mathcal {b}(k_s \toπeVtoπeV)=(7.211 \ pm 0.046 _ {\ rm Stat}}与我们先前的测量相结合给出了$ \ mathcal {b}(k_s \toπeν)=(7.153 \ pm 0.037 _ {\ rm stat} \ pm 0.043 _ {\ rm syst})\ times10^{ - 4} $。从这个值我们得出$ f _+(0)| v_ {us} | = 0.2170 \ pm 0.009 $。

The branching fraction for the decay $K_S \to πe ν$ has been measured with a sample of 300 million $K_S$ mesons produced in $ϕ\to K_L K_S$ decays recorded by the KLOE experiment at the DA$Φ$NE $e^+e^-$ collider. Signal decays are selected by a boosted decision tree built with kinematic variables and time-of-flight measurements. Data control samples of $K_L \to πe ν$ decays are used to evaluate signal selection efficiencies. A fit to the reconstructed electron mass distribution finds 49647$\pm$316 signal events. Normalising to the $K_S \to π^+π^-$ decay events the result for the branching fraction is $\mathcal{B}(K_S \to πe ν) = (7.211 \pm 0.046_{\rm stat} \pm 0.052_{\rm syst}) \times10^{-4}$. The combination with our previous measurement gives $\mathcal{B}(K_S \to πe ν) = (7.153 \pm 0.037_{\rm stat} \pm 0.043_{\rm syst}) \times10^{-4}$. From this value we derive $f_+(0)|V_{us}| = 0.2170 \pm 0.009$.

扫码加入交流群

加入微信交流群

微信交流群二维码

扫码加入学术交流群,获取更多资源