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Incorporating the possibility of a hidden variable in time into the standard model and the experimental implications

机译:将隐藏变量的可能性及时纳入标准模型及其实验意义

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In this paper, we attempt to incorporate the idea of a hidden variable in time in the standard model of particle physics. We suggest that the hidden variable in time is associated with a conserved quantity that is added to the true value of the electric charge. The suggestion is that this addition to the value of the electric charge generates a distribution of values for it which is only evident at very low kinetic and potential energies of the measured particles. Therefore perhaps distribution of charge values was not observed until now using known experimental setups that measure the fine structure constant through the "quantum cyclotron" or the quantum Hall effect as these experiments do not fulfill the above required conditions. Possible experimental ways to search for such a diversion distribution from the normal value of the electric charge at low energy are discussed. This is done based on modifications of the above known experimental ways to measure the fine structure constant. Moreover, another experimental way using e~+e~- → μ~+μ~- pair production just above their threshold is also presented.
机译:在本文中,我们尝试将隐藏变量的概念及时纳入粒子物理学的标准模型中。我们建议隐藏的时间变量与守恒量相关联,守恒量被添加到电荷的真实值中。建议是,电荷值的这种增加为其生成值的分布,这仅在被测粒子的动能和势能非常低时才明显。因此,直到现在为止,使用已知的通过“量子回旋加速器”或量子霍尔效应测量精细结构常数的实验装置,直到这些实验不满足上述要求的条件,才可能观察不到电荷值的分布。讨论了在低能量下从电荷的正常值中搜索这种转移分布的可能实验方法。这是基于对上述已知的测量精细结构常数的实验方法的修改而完成的。此外,还提出了另一种使用e〜+ e〜-→μ〜+μ〜-对产生的实验方法。

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