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arXiv 0801.1614hep-phhep-exhep-lat
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粲偶素的双电子和双光子宽度

Di-electron and two-photon widths in charmonium

A. M. Badalian, I. V. Danilkin

摘要:

在场相关器方法的框架下计算了矢量和赝标衰变常数。双电子宽度:在QCD辐射修正中,用同样的耦合$α_s=0.165$得到了与实验符合较好的$Γ_{ee}(J/ψ)=5.41$ keV,$Γ_{ee}(ψ'(3686))=2.47$ keV,$Γ_{ee}(ψ''(3770))=0.248$ keV.我们表明,需要更大的$α_s=0.191\pm 0.004$达到协议与实验的$Γ_{γγ}(η_c)=7.22$ keV,$Γ_{γγ} (χ(^3P_0))=3.3$ keV,$Γ_{γγ}(χ(^3P_2))= 0.54$ keV,也为$Γ(J/ψ\to 3g)=59.5$ keV,$Γ(J/ψ\to γ2g)=5.7$ keV。同时,甚至更大的$α_s=0.238$产生了对$Γ(ψ'\to 3g)=52.7$ keV、$Γ(ψ'\to γ2g)= 3.5$ keV的良好描述,并且提供了分支级分的正确比率:

英文摘要:

The vector and pseudoscalar decay constants are calculated in the framework of the Field Correlator Method. Di-electron widths: $Γ_{ee}(J/ψ)=5.41$ keV, $Γ_{ee}(ψ'(3686))=2.47$ keV, $Γ_{ee}(ψ''(3770))=0.248$ keV, in good agreement with experiment, are obtained with the same coupling, $α_s=0.165$, in QCD radiative corrections. We show that the larger $α_s=0.191\pm 0.004$ is needed to reach agreement with experiment for $Γ_{γγ}(η_c)=7.22$ keV, $Γ_{γγ} (χ(^3P_0))=3.3$ keV, $Γ_{γγ}(χ(^3P_2))= 0.54$ keV, and also for $Γ(J/ψ\to 3g)=59.5$ keV, $Γ(J/ψ\to γ2g)=5.7$ keV. Meanwhile even larger $α_s=0.238$ gives rise to good description of $Γ(ψ'\to 3g)=52.7$ keV, $Γ(ψ'\to γ2g)= 3.5$ keV, and provides correct ratio of the branching fractions: $\frac{\mathcal{B}(J/ψ\to light hadrons)}{\mathcal{B}(ψ'\to light hadrons)}=0.24.$

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