不使用跷跷板机制的中微子质量估计

Teruo Kurai
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引用次数: 0

摘要

我们提出了自旋算子在自旋空间中的Bethe-Salpeter-like振幅,并认为该自旋算子振幅的振动引起方位角空间中的振动,从而引起轻子的异常磁矩,产生大量的风味态中微子。在这种考虑下,我们可以用轻子的反常磁矩来代替传统的跷跷板机制来估计中微子的质量。通过对电子异常磁矩和介子异常磁矩的精确测量,可以系统地估计电子和介子中微子的质量。对于tau中微子的质量情况,由于没有测量到tau中微子的异常磁矩,我们无法在我们的考虑中估计它。相反,我们使用平方质量分裂数据来估计tau中微子的质量。这些不是质量本征态质量,而是风味态质量,然而,这些质量的总和,应该等于质量本征态质量的总和,对于正常层次和反向层次,都与当前中微子质量总和的上界和下界一致。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Estimation of Neutrino Masses Without Using Seesaw Mechanism
We propose the Bethe-Salpeter-like amplitude of spin operator in spin space and consider that the vibration of this spin operator amplitude causes the vibration in azimuthal angle space, which causes the anomalous magnetic moment of leptons and generates masses of flavor state neutrino. Under this consideration, we can estimate neutrino masses using anomalous magnetic moment of leptons instead of using conventional seesaw mechanism. Electron anomalous magnetic moment and muon anomalous magnetic moment have been measured precisely so that we can estimate the masses of electron and muon neutrino systemically in our consideration. For tau neutrino mass case, we cannot estimate it in our consideration because tauon anomalous magnetic moment has not been measured. Instead, we use the squared mass splitting data to estimate tau neutrino mass in this paper. These are not mass eigenstates masses but flavor states masses, however, the sum of these masses, which should be equal to the sum of mass eigen states masses, is consistent to the current upper and lower bound of the sum of neutrino masses for both cases of normal hierarchy and inverted hierarchy.
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