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An analytic analysis of the pion decay constant in three-flavoured chiral perturbation theory

机译:三味手性摄动理论中介子衰变常数的解析分析

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摘要

A representation of the two-loop contribution to the pion decay constant in SU(3) chiral perturbation theory is presented. The result is analytic up to the contribution of the three (different) mass sunset integrals, for which an expansion in their external momentum has been taken. We also give an analytic expression for the two-loop contribution to the pion mass based on a renormalized representation and in terms of the physical eta mass. We find an expansion of Fπ and Mπ2 in the strange-quark mass in the isospin limit, and we perform the matching of the chiral SU(2) and SU(3) low-energy constants. A numerical analysis demonstrates the high accuracy of our representation, and the strong dependence of the pion decay constant upon the values of the low-energy constants, especially in the chiral limit. Finally, we present a simplified representation that is particularly suitable for fitting with available lattice data.
机译:在SU(3)手性摄动理论中,提出了对π衰变常数的两环贡献的表示形式。分析的结果取决于三个(不同的)质量日落积分的贡献,为此,它们的外部动量得到了扩展。我们还基于重归一化表示形式和物理η质量,给出了对pion质量的两环贡献的解析表达式。我们发现Fπ和 M π 2 在等旋极限内的奇夸克质量中,并且我们执行手性SU(2)和SU(3)低能常数的匹配。数值分析表明,我们的表示法具有很高的精确度,并且介子衰变常数与低能常数(尤其是在手性极限中)的值有很强的依赖性。最后,我们提出一种简化的表示形式,特别适合与可用的晶格数据拟合。

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