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arXiv 1209.4579hep-ph
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从狄拉克中微子质量到重子和暗物质的不对称性

From Dirac neutrino masses to baryonic and dark matter asymmetries

Pei-Hong Gu

摘要:

我们考虑一个SU(3)_c \times SU(2)_L \times U(1)_Y暗扇区,它平行于SU(3)_c \times SU(2)_L \times U(1)_Y普通扇区.暗区的超荷、重子数和轻子数与普通区相反。我们进一步引入了三种信使扇区:(i)两个或多个规范单态狄拉克费米子,(ii)两个或多个[SU(2)_L \times SU(2 ′_L)]-双重希格斯标量,(iii)至少一个规范单态狄拉克费米子和至少一个[SU(2)_L \times SU(2 ′_L)]-双重希格斯标量.重费米子单线态和/或Higgs双线态的轻子数守恒衰变可以同时在[SU(2)_L]-二重态轻子中产生轻子不对称性,在[SU(2 ′_L]-二重态轻子中产生相反的轻子不对称性,从而分别解释了宇宙学重子不对称性和暗物质残余密度。作为暗物质粒子的最轻暗核子的质量应该在5 GeV左右。通过对重费米子单线态和/或Higgs双线态的积分,我们可以得到由普通中微子和暗中微子组成的三个轻狄拉克中微子。如果进一步施加镜像离散对称性,我们的模型将不需要比传统的类型I,类型II或类型I +II跷跷板模型更多的未知参数。

英文摘要:

We consider an SU(3)'_c\times SU(2)'_L\times U(1)'_Y dark sector, parallel to the SU(3)_c\times SU(2)_L\times U(1)_Y ordinary sector. The hypercharges, baryon numbers and lepton numbers in the dark sector are opposite to those in the ordinary sector. We further introduce three types of messenger sectors: (i) two or more gauge-singlet Dirac fermions, (ii) two or more [SU(2)_L\times SU(2)'_L]-bidoublet Higgs scalars, (iii) at least one gauge-singlet Dirac fermion and at least one [SU(2)_L\times SU(2)'_L]-bidoublet Higgs scalar. The lepton number conserving decays of the heavy fermion singlet(s) and/or Higgs bidoublet(s) can simultaneously generate a lepton asymmetry in the [SU(2)_L]-doublet leptons and an opposite lepton asymmetry in the [SU(2)'_L]-doublet leptons to account for the cosmological baryon asymmetry and dark matter relic density, respectively. The lightest dark nucleon as the dark matter particle should have a mass about 5 GeV. By integrating out the heavy fermion singlet(s) and/or Higgs bidoublet(s), we can obtain three light Dirac neutrinos composed of the ordinary and dark neutrinos. If a mirror discrete symmetry is further imposed, our models will not require more unknown parameters than the traditional type-I, type-II or type-I+II seesaw models.

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