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The strangeness form factors of the proton within nonrelativistic constituent quark model revisited

机译:再谈非相对论性构成夸克模型中质子的奇异形成因子

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摘要

We reexamine, within the nonrelativistic constituent quark model (NRCQM), a recent claim that the current data on the strangeness form factors indicates that the uudss? component in the proton is such that the uuds subsystem has the mixed spatial symmetry [31]X and flavor spin symmetry [4]FS[22]F[22]S, with s? in S state (configuration I). We find this claim to be invalid if corrected expressions for the contributions of the transition current to G_A~s and G_E~s are used. We show that, instead, it is the lowest-lying uudss? configuration with uuds subsystem of completely symmetric spatial symmetry [4]_X and flavor spin symmetry [4]FS[22]F[22]S, with s? in P state (configuration II), which could account for the empirical signs of all form factors G_E~s, G_M~s, and G_A~s. Further, we find that removing the center-of-mass motion of the clusters will considerably enhance the contributions of the transition current. We also demonstrate that it is possible to give a reasonable description of the existing form factors data with a tiny probability PP_(ss?)=0.025% for the uudss? component. We further see that with a small admixture of configuration I, the agreement of our prediction with the data for G_A~s at low- q~2 region can be markedly improved. We find that without removing CM motion, P_(ss?) would be overestimated by about a factor of four in the case when transition current dominates. We also explore the consequence of a recent estimate reached from analyzing the existing data on d?-ū, s+s?, and ū+d?-s-s?, that Pss? lies between 2.4-2.9%. It would lead to a large size for the five-quark system and a small bump in both G_E~s+ηG_M~s and G_E~s in the region of q~2>0.1 GeV~2 within the considered model.
机译:我们在非相对论性成分夸克模型(NRCQM)中重新检查了最近的一种说法,即有关怪异形状因子的当前数据表明存在乌拉圭?质子中的成分是这样的,即uuds子系统具有混合的空间对称性[31] X和风味自旋对称性[4] FS [22] F [22] S,其中s?处于S状态(配置I)。我们发现,如果使用过渡电流对G_A〜s和G_E〜s贡献的校正表达式,则该主张无效。相反,我们证明它是地势最低的地方?具有完全对称的空间对称性[4] _X和风味自旋对称性[4] FS [22] F [22] S的uuds子系统的S构型,带有?在P状态(配置II)下,可以解释所有形状因子G_E〜s,G_M〜s和G_A〜s的经验符号。此外,我们发现,消除群集的质心运动将大大增强过渡电流的贡献。我们还证明,有可能对uudss?进行合理的描述,以极小的概率PP_(ss?)= 0.025%来描述现有形状因子数据。零件。我们进一步看到,使用配置I的少量混合,可以显着改善我们的预测与低q〜2区域G_A〜s数据的一致性。我们发现,在不消除CM运动的情况下,在过渡电流占主导的情况下,P_(ss?)将被高估约四倍。我们还探讨了通过分析d?-ū,s + s?和Å+ d?-s-s?的现有数据得出的最近估计的结果,即Pss?。介于2.4-2.9%之间。在所考虑的模型中,这将导致五夸克系统的尺寸变大,并且在q〜2> 0.1 GeV〜2的范围内,G_E〜s +ηG_M〜s和G_E〜s的小凸起。

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