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Cosmological baryon and lepton number in the presence of electroweak fermion-number violation

机译:存在弱电子费米子数时的宇宙重子和轻子数

摘要

In the presence of rapid fermion-number violation due to nonperturbative electroweak effects certain relations between the baryon number of the Universe and the lepton numbers of the Universe are predicted. In some cases the electron-neutrino asymmetry is exactly specified in terms of the baryon asymmetry. Without introducing new particles, beyond the usual quarks and leptons, it is necessary that the Universe possess a nonzero value of B - L prior to the epoch of fermion-number violation if baryon and lepton asymmetries are to survive. Contrary to intuition, even though electroweak processes violate B + L, a nonzero value of B + L persists after the epoch of rapid fermion-number violation. If the standard model is extended to include lepton-number violation, for example through Majorana neutrino masses, then electroweak processes will reduce the baryon number to zero even in the presence of an initial B - L unless 20 M(sub L) approximately greater than the square root of (T(sub B - L) m(sub P1)) where M(sub L) sets the scale of lepton number violation and T(sub B - L) is the temperature at which a B - L asymmetry is produced. In many models this implies that neutrinos must be so light that they cannot contribute appreciably to the mass density of the Universe.
机译:在由于非扰动电弱效应而迅速违反费米子数的情况下,可以预测宇宙的重子数与宇宙的轻子数之间的某些关系。在某些情况下,根据重子不对称性精确指定了电子-中微子不对称性。在不引入新粒子的情况下,要使重子和轻子的不对称性得以生存,就必须在不违反费米子数的时代之前,使宇宙具有非零的B-L值。与直觉相反,即使电弱过程违反了B + L,在快速违反费米子数之后,B + L的非零值仍然存在。如果将标准模型扩展为包括轻子数违规(例如通过马约拉纳中微子质量),则即使在存在初始B-L的情况下,电弱过程也会将重子数降至零,除非20 M(sub L)大约大于(T(sub B-L)m(sub P1))的平方根,其中M(sub L)设置轻子数违反的尺度,T(sub B-L)是B-L不对称度为生产的。在许多模型中,这暗示着中微子必须非常轻,以至于它们无法对宇宙的质量密度做出明显贡献。

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