论文标题
外部磁场中的中微子肿块和纠缠带电的Lepton-Neutrino对的非环节几何阶段
Neutrino Masses and Noncyclic Geometric Phase of Entangled Charged Lepton-Neutrino Pair in External Magnetic Field
论文作者
论文摘要
在本文中，我们考虑了一对纠缠的带电的Lepton-Neutrino嵌入在恒定磁场中的，可以在带电的伪cal的纯净衰变中产生。具有非零磁性偶极矩的颗粒将在外部磁场的当下预言，并诱导非平凡的非循环几何相。该几何阶段对中微子质量的依赖性可用于确定大量中微子的狄拉克/主要性质。
In this paper, we consider a pair of entangled charged lepton-neutrino embedded in a constant magnetic field, which can be produced in the purely leptonic decay of charged pseudoscalar mesons. Particles with nonzero magnetic dipole moment will precess in the present of external magnetic field and induce a nontrivial noncyclic geometric phase. The dependence of this geometric phase on neutrino mass can be used to determine the Dirac/Majorana nature of massive neutrinos.
