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Strong coupling constant and heavy quark masses in (2+1)-flavor QCD

机译:(2 + 1)味QCD中强耦合常数和重夸克质量

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We present a determination of the strong coupling constant and heavy quark masses in ( 2 + 1 )-flavor QCD using lattice calculations of the moments of the pseudoscalar quarkonium correlators at several values of the heavy valence quark mass with highly improved staggered quark action. We determine the strong coupling constant in the MS ˉ scheme at four low-energy scales corresponding to m c , 1.5 m c , 2 m c , and 3 m c , with m c being the charm quark mass. The novel feature of our analysis that up to 11 lattice spacings are used in the continuum extrapolations, with the smallest lattice spacing being 0.025?fm. We obtain Λ MS ˉ n f = 3 = 298 ± 16 ? ? MeV , which is equivalent to α s ( μ = M Z , n f = 5 ) = 0.1159 ( 12 ) . For the charm and bottom quark masses in the MS ˉ scheme, we obtain m c ( μ = m c , n f = 4 ) = 1.265 ( 10 ) ? ? GeV and m b ( μ = m b , n f = 5 ) = 4.188 ( 37 ) ? ? GeV .
机译:我们使用重标量夸克质量的几个值通过伪标量夸克相关因子的矩进行格计算,确定了(2 +1)味QCD中的强耦合常数和重夸克质量,并具有高度改进的交错夸克作用。我们确定了在MSˉ方案中,分别对应于m c,1.5 m c,2 m c和3 m c的四个低能尺度下的强耦合常数,其中m c为夸克质量。我们分析的新颖之处在于,在连续外推法中最多使用11个晶格间距,最小的晶格间距为0.025?fm。我们得到ΛMSˉn f = 3 = 298±16? ? MeV等于αs(μ= M Z,n f = 5)= 0.1159(12)。对于MSˉ方案中的夸克质量和底夸克质量,我们得到m c(μ= m c,n f = 4)= 1.265(10)? ? GeV和m b(μ= m b,n f = 5)= 4.188(37)? ? GeV。

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