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High order U-spin breaking: A precise amplitude relation in D 0 decays

机译:高阶U型旋转断裂: D 0 衰减

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U-spin breaking corrections up to third order are studied inD0decays to pairs of a charged pion or kaon. We show that first and third order corrections vanish in|A(D0→K+K?)A(D0→π+π?)|/|A(D0→K+π?)A(D0→π+K?)|=1, while second order corrections cancel each other experimentally at a one percent level. We compare this ratio with three other ratios of amplitudes involving these same decays, for which expansions up to and including second order are obtained. A nonlinear relation between these four ratios is shown to hold excluding third order U-spin breaking at a fraction of a percent. Isospin breaking in this relation and in the above equality is suppressed by both isospin and U-spin breaking parameters. The ratios|A(D0→K+π?)|/|A(D0→π+K?)|and|A(D0→K+K?)|/|A(D0→π+π?)|determine values of 0.05 and 0.30 for real parts of two distinct first order U-spin breaking parameters of different origins.
机译:在D0对成对带电的介子或kaon的衰减中,研究了高达三阶的U型旋转断裂校正。我们显示一阶和三阶校正在| A(D0→K + K?)A(D0→π+π?)| / | A(D0→K +π?)A(D0→π+ K?)中消失| = 1,而二阶校正在实验上以百分之一的水平彼此抵消。我们将该比率与其他三个涉及相同衰减的振幅比率进行比较,针对这些比率,获得了包括二阶在内的扩展。这四个比率之间的非线性关系显示出来,但不包括三分之一的U型自旋断裂。通过这种方式,同位旋和U旋断裂参数均抑制了同位旋断裂和上述相等性。比率| A(D0→K +π?)| / | A(D0→π+ K?)|和| A(D0→K + K?)| / | A(D0→π+π?)|确定不同来源的两个不同的一阶U型自旋断裂参数的实部的取值分别为0.05和0.30。

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