原子半径随势能密度的变化

J. L. Fernandes
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引用次数: 3

摘要

在了解到ρ(势能的普遍密度)从一个地方到另一个地方变化,引起时钟测量的时间的变化,与ρ值的平方根成反比,“Ref. b[1]”,并且在膨胀的宇宙中,局部,势能的普遍密度将与膨胀成反比。这种减小增大了G值,表明万向势能密度越小,引力辐射越好,从而导致其增加与宇宙膨胀成正比,“Ref.[1]”。按照同样的原理,真空的磁导率也应该增加,从而使电磁波更好地传播。磁导率的增加将允许原子核对电子产生更大的作用。通过量子力学应用原子射线的表达式,我们得出结论,原子的大小将随着宇宙的膨胀而减小,也就是说,它将以膨胀的反比变化。这一发现也意味着恒星正在萎缩,这需要一种新的方法来将月球从地球上移除。宇宙的年龄。哈勃常数”,参考文献b[1]。
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The Variation of the Atomic Radius with the Universal Density of Potential Energy
After learning that ρ (Universal Density of Potential Energy), varies from one place to another, causing a change in the time measured in the clocks, inversely proportional to the square root of the value of ρ, "Ref. [1]", and that in expanding universe, locally, Universal Density of Potential Energy will decrease in the inverse proportion of that expansion. This decrease increases the G value indicating that the less the Universal Density of Potential Energy, the better the gravitational radiation occurs, thus causing its increase in the direct proportion of the expansion of the Universe, "Ref. [1]". Following the same principle, the Magnetic Permeability of the Vacuum should also increase, allowing a better propagation of electromagnetic waves. The increase in this permeability will allow greater action by the nuclei of the atoms on the electrons. Applying the expression of the atomic ray through quantum mechanics, we conclude that the size of the atoms will decrease with the expansion of the Universe, that is, it will vary in the inverse proportion of that expansion. This finding also implies that the stars are shrinking, which requires a New approach to the removal of the Moon from the Earth. The age of the Universe. Hubble Constant, "Ref. [1].
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