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arXiv 1104.5459hep-ph
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$K^0_{l3γ}$衰变:分支比和T奇动量相关

$K^0_{l3γ}$ decays: branching ratios and T-odd momenta correlations

A. S. Rudenko

摘要:

计算了$K^0 \to π^- l^+ ν_l γ(l = e, μ)$衰变的分支比和由于电磁末态相互作用引起的T奇三重动量关联$ξ=\vec{q}\cdot[\vec{p}_l \times \vec{p}_π]/M^3_K$。精确地处理了$ω^{-1}$和$ω^0$量级对相应振幅的贡献。对于$K^0 \to π^- e^+ ν_e γ$衰变的分支比和T-奇相关,估计了$ω$量级的修正,并证明修正很小。分支比的计算结果与前人的计算结果一致。首次计算了$K^0_{l3γ}$衰变的T奇三动量关联。奇数不对称性的值分别构成$K^0 \to π^- μ^+ ν_μγ$和$K^0 \to π^- e^+ ν_eγ$衰变中的$-1\times10^{-4}$和$-4.5\times10^{-4}$。

英文摘要:

The branching ratios of the $K^0 \to π^- l^+ ν_l γ(l = e, μ)$ decays, and the T-odd triple momenta correlations $ξ=\vec{q}\cdot[\vec{p}_l \times \vec{p}_π]/M^3_K$, due to the electromagnetic final state interaction, in these processes are calculated. The contributions on the order of $ω^{-1}$ and $ω^0$ to the corresponding amplitudes are treated exactly. For the branching ratios and T-odd correlation in $K^0 \to π^- e^+ ν_e γ$ decay, the corrections on the order of $ω$ are estimated and demonstrated to be small. The results for the branching ratios are in good agreement with the previous ones. The T-odd triple momenta correlations in $K^0_{l3γ}$ decays are calculated for the first time. The values of the ξ-odd asymmetry constitute $-1\times10^{-4}$ and $-4.5\times10^{-4}$ in the $K^0 \to π^- μ^+ ν_μγ$ and $K^0 \to π^- e^+ ν_eγ$ decays, respectively.

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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