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首页> 外文期刊>Physics of atomic nuclei >The Vector Coupling α_V(r) and the Scales r_0, r_1 in the Background Perturbation Theory
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The Vector Coupling α_V(r) and the Scales r_0, r_1 in the Background Perturbation Theory

机译:背景扰动理论中的矢量耦合α_V(r)和尺度r_0,r_1

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We study the universal static potential V_(st)(r) and the force, which are fully determined by two fundamental parameters: the string tension σ = 0.18 ± 0.02 GeV~2 and the QCD constants Λ_(MS~-)(n_f), taken from pQCD, while the infrared (IR) regulator MB is taken from the background perturbation theory and expressed via the string tension. The vector couplings α_V(r) in the static potential and α_F(r) in the static force, as well as the characteristic scales, r_1(n_f = 3) and r_0(n_f = 3), are calculated and compared to lattice data. The result r_0Λ_(MS-)(n_f = 3) = 0.77 ± 0.03, which agrees with the lattice data, is obtained for M_B = (1.15 ± 0.02) GeV. However, better agreement with the bottomonium spectrum is reached for a smaller Λ_(MS~-)(n_f = 3) = (325 ± 15) MeV and the frozen value of α_V = 0.57 ± 0.02. The mass splittings M~-(1D) ? M~- (1P) and M~- (2P) ? M~- (1P) are shown to be sensitive to the IR regulator used. The masses M(1 ~3D_3) = 10169(2) MeV andM(1 ~3D_1) = 10155(3) MeV are predicted.
机译:我们研究了由两个基本参数完全确定的通用静态电势V_(st)(r)和力:弦张力σ= 0.18±0.02 GeV〜2和QCD常数Λ_(MS〜-)(n_f) ,取自pQCD,而红外(IR)调节器MB取自背景扰动理论,并通过弦张力表示。计算静态势中的矢量耦合α_V(r)和静态力中的α_F(r)以及特征尺度r_1(n_f = 3)和r_0(n_f = 3),并将其与晶格数据进行比较。对于M_B =(1.15±0.02)GeV,获得与晶格数据一致的结果r_0Λ_(MS-)(n_f = 3)= 0.77±0.03。然而,对于较小的Λ_(MS〜-)(n_f = 3)=(325±15)MeV和冻结值α_V= 0.57±0.02,可以更好地与bottom谱达成一致。质量分裂M〜-(1D)? M〜-(1P)和M〜-(2P)? M〜-(1P)对使用的IR调节器敏感。预测质量M(1〜3D_3)= 10169(2)MeV和M(1〜3D_1)= 10155(3)MeV。

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