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Relationship between the gravitational constant and several quantum mechanical fundamental constants

机译:引力常数与几个量子力学基本常数之间的关系

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By assuming a three-body system for the hydrogen atom—electron, proton, and spherical Planck mass-and assuming that the electron and the proton are bare point charges, the following question arises: How far from the center of the spherical Planck mass will the electron have to orbit such that its orbital velocity, arising from the gravitational force between the spherical Planck mass and the electron instead of the electrostatic force between the proton and the electron, is equal to the orbital velocity of an electron in the ground state of the Bohr hydrogen atom? The result of the analysis of this equivalence is the derivation of a relationship between the gravitational constant (G) and several quantum mechanical fundamental constants and the 26 space-time dimensions defined in string theory.
机译:通过假定氢,电子,质子和球形普朗克质量的三体系统,并假设电子和质子是裸点电荷,将出现以下问题:距球形普朗克质量的中心有多远电子必须绕轨道运行,以使其在球形普朗克质量与电子之间的引力而不是质子与电子之间的静电力引起的轨道速度等于电子在基态下的轨道速度。玻尔氢原子?这种等效性的分析结果是引力常数(G)与几个量子力学基本常数以及弦论中定义的26个时空维度之间的关系的推导。

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