利用狄拉克关于静电力与引力之比的假设计算哈勃常数、最小质量和质子电荷半径

Paul Talbot
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引用次数: 0

摘要

目前,有几个物理常数是通过观测确定的。这就是哈勃常数和质子电荷半径的情况,它们的观测值包含很大的不确定性。该出版物表明,这些值可以使用包含其他物理常数的代数方程更精确地计算出来。要做到这一点,必须提出一些假设,即狄拉克关于观察到的静电力与引力之比的假设。所使用的方法也允许计算最小质量的值。哈勃常数的计算值为:H≈72.013 km s‑1 Mpc‑1,最小质量的计算值为:Mmin≈1.7206×10‑68 kg。最近的观测表明,质子的电荷半径也可以用一个额外的但相关的假设来计算:rp≈0.8264 fm。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Calculation of the Hubble Constant, the Minimum Mass and the Proton Charge Radius Using the Dirac's Hypothesis on the Ratio of the Electrostatic Force to the Gravitational Force
Currently, several physical constants are determined by observation. This is the case for the Hubble constant and the proton charge radius whose observed values involve large uncertainties. This publication suggests that these values could be calculated more precisely using algebraic equations involving other physical constants. To do so, some assumptions must be put forward, namely, the Dirac's hypothesis on the observed ratio of the electrostatic force to the gravitational force. The approach used also allows calculating the value of a minimum mass. The calculated value of the Hubble constant is: H ≈ 72.013 km s‑1 Mpc‑1, and that of the minimum mass: Mmin ≈ 1.7206×10‑68 kg. Recent observations suggest that the proton charge radius could also be calculated using an additional but related assumption: rp ≈ 0.8264 fm.
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