用三联数字模型探讨自然界常数的数字结构

Values of Several Constants in the Natural World to Be Calculated with Triple-Number Model

摘要: 自然界的常数不只是一些简单的数值问题，这些常数还存在着数字结构，本文用三联数字模型求出了光速c、普朗克常数h、万有引力常数G、精细结构常数α的数字结构；通过αc的数字结构计算出；由α的数字结构推算出单位荷电量e为 ；通过αc数字结构计算出电子的静止质量为 ，希格斯粒子的质量为126.2 GeV，暗物质粒子WIMP的质量为8.7 GeV；用βc的数字结构计算出质子静止的质量为，中子的静止质量为。用三联数字模型推算出的这几个自然界常数的值均与实验测定值高度吻合。

Abstract: Constants in the natural world are not just some simple numerical problems, and these constants are still have numerical structure. In this paper, the numerical structure of the speed of light c, the Planck’s constant h, the gravitational constant G and the fine structure constant α can be obtained by the triple-number model. Through the calculation with the electron’s running speed αc’s numerical structure, α can be calculated as ; According to α’s numerical structure, elementary charge e can be calculated as ; While through the calculation with αc’s numerical structure, the rest mass of an electron is , and the masses of Higgs Boson and dark matter particle WIMP are 126.2 GeV and 8.7 GeV respectively; And through the calculation with βc’s numerical structure, the rest mass of a proton is , while the rest mass of a neutron is kg. The values of these constants calculated with triple-number model are highly consistent with the experimental values.