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Confining Potential and Mass of Elementary Particles
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作者 Lev I. Buravov 《Journal of Modern Physics》 2016年第1期129-133,共5页
In this paper we consider a model in which the masses of elementary particles are formed and stabilized thanks to confining potential, which is caused by recoil momentum at emission of specific virtual bosons by parti... In this paper we consider a model in which the masses of elementary particles are formed and stabilized thanks to confining potential, which is caused by recoil momentum at emission of specific virtual bosons by particle itself. The calculation of this confining potential Ф(R) is carried out. It is shown that Ф(R) may be in the form const or const depending on continuous or discrete nature of the spectrum of emitted bosons. 展开更多
关键词 Confining potential Origin of Mass of Particle Stabilizing of Particle Mass Virtual Bosons Spherical Bosonic Wave Origin of neutrino Masses neutrino Mass Formula Calculation of neutrino Masses
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Lepton and quark mixing patterns with generalized CP transformations
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作者 Joy Ganguly Raghavendra Srikanth Hundi 《Chinese Physics C》 SCIE CAS CSCD 2022年第10期25-42,共18页
In this study,we modify a scenario,originally proposed by Grimus and Lavoura,in order to obtain maximal values for the atmospheric mixing angle and CP,violating the Dirac phase of the lepton sector.To achieve this,we ... In this study,we modify a scenario,originally proposed by Grimus and Lavoura,in order to obtain maximal values for the atmospheric mixing angle and CP,violating the Dirac phase of the lepton sector.To achieve this,we employ CP and some discrete symmetries in a type Ⅱ seesaw model.To make predictions about the neutrino mass ordering and smallness of the reactor angle,we establish some conditions on the elements of the neutrino mass matrix of our model.Finally,we study the quark masses and mixing pattern within the framework of our model. 展开更多
关键词 neutrino physics nuetrino mass and mixing model quark mass and mixing analysis of scalar potential
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无中微子双β衰变相关的中微子势(英文)
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作者 Yoritaka Iwata 《原子核物理评论》 CAS CSCD 北大核心 2017年第1期82-86,共5页
介绍了在双β衰变中的闭合近似下的原子核矩阵元,并在此基础上研究了无中微子双β衰变的中微子势部分及统计性质。分析结果显示,费米型和伽莫夫-泰勒型矩阵元部分贡献了几乎相等的正值,并且费米型部分一般比伽莫夫-泰勒型部分的贡献稍大... 介绍了在双β衰变中的闭合近似下的原子核矩阵元,并在此基础上研究了无中微子双β衰变的中微子势部分及统计性质。分析结果显示,费米型和伽莫夫-泰勒型矩阵元部分贡献了几乎相等的正值,并且费米型部分一般比伽莫夫-泰勒型部分的贡献稍大,而张量部分的贡献虽小但不可忽略,其中有少量矩阵元为负。阐明了无中微子双β衰变的中微子势中费米型、伽莫夫-泰勒型及张量部分大于零矩阵元的关联。该统计结果粗略地揭示了这些组份对原子核矩阵元的贡献。 展开更多
关键词 无中微子双β衰变 中微子势 核矩阵元
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