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On the mixing amplitude of J/psi and vector glueball O

机译:关于J / psi和矢量胶球O的混合幅度

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摘要

We study the mixing angle theta(O psi) and mixing amplitude f(O psi) of J/psi and vector glueball O based on the framework of potential models of heavy quarks and constituent gluons. While the state Vectors of J/psi, and O are constructed from the wave functions of few-body Schroedinger equations, the mixing dynamics is governed by perturbative QCD. We obtain a value of the mixing angle of an theta(O psi) approximate to 0.015 and the mixing amplitude of (O psi)(m(O psi)(2)) approximate to 0.008 GeV2. Within our approximation scheme, this result is comparable with phenomenological analysis. [References: 10]
机译:我们基于重夸克和组成胶子的潜在模型框架研究了J / psi和矢量胶球O的混合角theta(O psi)和混合幅度f(O psi)。虽然J / psi和O的状态向量是由少数体Schroedinger方程的波动函数构造的,但混合动力学是由摄动QCD决定的。我们获得 tan theta(O psi)的混合角的值近似为0.015和 f(O psi)(m(O psi)(2))的混合幅度的值近似为0.008 GeV2。在我们的近似方案中,该结果与现象学分析相当。 [参考:10]

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