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Statistical approach to Sommerfelds fine-structure constant

机译:Sommerfelds精细结构常数的统计方法

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摘要

This study considers the entropy at the interaction of electrons via photons. Due to full reversibility, a conservation law for the interaction entropy is assumed. The interaction entropy for classical particles, as well as particles with spin 1/2 and a photon gas was calculated depending on the number of occupied microstates N. For a numerically computed number N = 137.1356.., an equality of the entropies of electrons to the entropy of an according photon gas was found. This result is discussed with respect to Sommerfelds fine-structure constant.
机译:这项研究考虑了通过光子的电子相互作用时的熵。由于具有完全可逆性,因此假设了相互作用熵的守恒律。根据所占据的微状态N的数量,计算出经典粒子以及具有自旋1/2和光子气体的粒子的相互作用熵。对于数值计算的数量N = 137.1356 ..,电子的熵等于发现相应光子气体的熵。关于Sommerfelds精细结构常数讨论了该结果。

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