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New Formulation of yZ Box Corrections to the Weak Charge of the Proton

机译:质子弱电荷的yZ盒校正的新公式

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摘要

We present a new formulation of one of the major radiative corrections to the weak charge of the proton—that arising from the axial-vector hadron part of the γZ box diagram, (Ke⇔_γ~A)_Z This formulation, based on dispersion relations, relates the γZ contributions to moments of the (F_3~γ)~Z interference structure function. It has a clear connection to the pioneering work of Marciano and Sirlin, and enables a systematic approach to improved numerical precision. Using currently available data, the total correction from all intermediate states is (Ke⇔_γ~A)_Z = 0.0044(4) at zero energy, which shifts the theoretical estimate of the proton weak charge from 0.071 3(8) to 0.070 5(8). The energy dependence of this result, which is vital for interpreting the Q_(weak) experiment, is also determined.
机译:我们提出了一种对质子的弱电荷的主要辐射校正之一的新公式,该公式是由γZ箱形图的轴向矢量强子部分产生的,(Ke⇔_γ〜A)_Z基于色散关系,将γZ贡献与(F_3〜γ)〜Z干涉结构函数的矩相关。它与Marciano和Sirlin的开创性工作有着明确的联系,并为提高数值精度提供了系统的方法。使用当前可用的数据,在零能量下所有中间状态的总校正为(Ke⇔_γ〜A)_Z = 0.0044(4),这使质子弱电荷的理论估计值从0.071 3(8)变为0.070 5( 8)。还确定了此结果的能量依赖性,这对于解释Q_(弱)实验至关重要。

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