耦合常数随时间的变化

P. Davies
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引用次数: 26

摘要

利用核系统学研究了电磁常数和强耦合常数随时间变化的可能性。戴森(1967)、布鲁利克和特雷菲尔先前的研究(见摘要)。本文对A57272(1971)进行了重新检验和推广,得出结论:如果强耦合常数也存在相应的对数时间依赖性,则精细结构常数具有对数时间依赖性的Teller假设显然在讨论的范围内。此外,最近自然存在的244Pu的发现使伽莫夫的假设e2大约为t,比以前假定的更接近允许的极限。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Time variation of the coupling constants
The possibility of the variation with time of the electromagnetic and strong coupling constants is investigated using nuclear systematics. Previous work by Dyson (1967) and Broulik and Trefil (see abstr. A57272 of 1971) is re-examined and extended, with the conclusion that Teller's hypothesis of a logarithmic time dependence of the fine structure constant is apparently within the limits discussed if there is a corresponding logarithmic time dependence of the strong coupling constant also. Moreover the recent discovery of naturally occurring 244Pu places the Gamow hypothesis of e2 approximately t much nearer the allowable limits than had previously been supposed.
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