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Bothe's 1925 heuristic assumption in the dawn of quantum field theory

机译:博特1925年量子场论诞生时的启发式假设

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In an unpublished manuscript filed at the Archive of the Max-Planck Society in Berlin, Walther Bothe (1891-1957) put, with one heuristic assumption, the spontaneous and induced transitions of light quanta, on an equal footing, probably as early as 1925. In modern terms, he assumed that the probability for the creation of a light quantum in a phase space cell already containing s light quanta is proportional to s + 1 and not, as assumed at that time, proportional to s; that is proportional to the fraction of the total radiation density which belongs to s light quanta. For Bothe, the added +1 somehow replaced the spontaneous decay and allowed him to treat empty phase space cells in a black body as thermodynamically consistent. We describe in some detail Bothe's route to this heuristic trick. Finally we discuss why, both Bose's and Bothe's heuristic assumptions lead to an identical distribution law for light quanta in a black body and thus to Planck's law and Einstein's fluctuation formula.
机译:瓦尔特·博特(Walther Bothe,1891-1957)在柏林马克斯·普朗克学会(Arch-Max-Planck Society)档案中未出版的手稿中,采用一种启发式的假设,将光量子的自发和诱导跃迁置于平等的基础上,最早可追溯到1925年。用现代术语,他假设在已经包含s个光量子的相空间单元中产生光量子的概率与s +1成正比,而不是当时假设的与s成正比;这与属于s光量子的总辐射密度的分数成比例。对于Bothe,增加的+1以某种方式替代了自发的衰变,使他可以将黑体中的空相空间单元视为热力学一致的。我们详细描述了Bowe进行此启发式技巧的途径。最后,我们讨论了为什么Bose和Bothe的启发式假设都导致黑体中的光量子具有相同的分布定律,从而得出普朗克定律和爱因斯坦的涨落公式。

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