大统一:真空极化SU(5)模型CGCoefficient的修正值

Mahima Dhingra
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引用次数: 0

摘要

大统一主要通过标准模型的规范群实现强耦合、超荷耦合和弱耦合的统一,SU(3)⊗SU(2)⊗U(1)具有每组的耦合常数和Weinberg角。本文采用SU(5)模型在GeV能级上实现了耦合常数的收敛,尽管之前已经证明SU(5)模型在GeV能级上的耦合常数不会在一点上汇聚。考虑真空极化函数,对Clebsch-Gordon系数进行了修正;由于规范组SU(3)⊗SU(2)⊗U(1)的运行耦合常数只能由真空极化计算得到。得到的sinθW值为sinθW = 0.233 + 0.00276/-0.00243,因此θW从28.717°变化到29.068°。耦合常数的计算值为αun = 0.034016
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Grand Unification: Modified Value of CGCoefficient For SU(5) Model Using Vacuum Polarization
The grand unification basically provides unification of strong, hypercharge and weak couplings by the gauge group of standard model, SU(3)⊗SU(2)⊗U(1) having coupling constants for each group and Weinberg angle. In this paper the convergence of coupling constants is achieved using SU(5) model at GeV energy level, although earlier it was turned out that in the SU(5) model, the coupling constants do not come together at one point at energies of GeV scale. The value of Clebsch-Gordon coefficient is modified taking into account the vacuum polarization function; as the running coupling constants of the gauge group SU(3)⊗SU(2)⊗U(1) can be calculated only from vacuum polarization. The obtained value for sinθWis sinθW = 0.233 + 0.00276/-0.00243 and accordingly θW varies from 28.717° to 29.068°. The calculated value of coupling constant is αun = 0.034016
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