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arXiv 2602.22320hep-phhep-ex
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一统诸夏:charm衰变中的一种二级主速率求和规则

One Sum To Rule Them All: A Second Order Master Rate Sum Rule for Charm Decays

Walter Burke Institute for Theoretical Physics, California Institute of Technology(加州理工学院沃尔特·伯克理论物理研究所);Department of Physics, LEPP, Cornell University(康奈尔大学物理系、LEPP);Institute for Particle Physics Phenomenology, Department of Physics, Durham University(杜伦大学物理系粒子物理现象学研究所)

Margarita Gavrilova, Yuval Grossman, Guglielmo Papiri, Stefan Schacht

AI总结:

本文提出一种二级主速率求和规则,用于描述弱charm衰变中U宇称对称性下的速率关系,通过实验数据验证该规则的适用性,并预测未测量的衰变速率。

摘要:

本文展示,在标准模型下,任何通过$U$-spin关联的强子弱charm衰变系统均满足以下速率求和规则:(CF和DCS无CKM因子速率之和)除以(SCS无CKM因子速率之和)等于1,此规则在$U$-spin打破的二次近似下成立。我们利用现有数据检验该规则,并发现其在所有情况下均得到良好满足。对于某些衰变速率尚未测量的系统,我们使用该规则预测缺失的速率。

英文摘要:

We show that within the Standard Model any system of hadronic weak charm decays related by $U$-spin satisfies the following rate sum rule: (sum of CF and DCS CKM-free rates) divided by (sum of SCS CKM-free rates) = 1, which holds up to second order in $U$-spin breaking. We test this sum rule against available data and find that it is well satisfied in all cases. For systems in which some decay rates have not yet been measured, we use this sum rule to predict the missing rates.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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