首页> 外文期刊>Journal of High Energy Physics, Gravitation and Cosmology >Non-Linear Electrodynamics Gedanken Experiment for Modified Zero Point Energy and Planck’s “Constant”, h Bar, in the Beginning of Cosmological Expansion, So h(Today) = h(Initial). Also How to Link Gravity, Quantum Mechanics, and E and M through Initial Entropy Production in the Early Universe
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Non-Linear Electrodynamics Gedanken Experiment for Modified Zero Point Energy and Planck’s “Constant”, h Bar, in the Beginning of Cosmological Expansion, So h(Today) = h(Initial). Also How to Link Gravity, Quantum Mechanics, and E and M through Initial Entropy Production in the Early Universe

机译:非线性电动力学Gedanken实验,用于修正零点能量和普朗克的“常数”,在宇宙膨胀开始时的h Bar,因此h(今天)= h(初始)。以及如何通过早期宇宙中的初始熵产生来联系重力,量子力学以及E和M

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We initially look at a nonsingular universe representation of entropy, based in part on what is brought up by Muller and Lousto. This is a gateway to bring up information and computational steps (as defined by Seth Lloyd) as to what will be available initially due to a modified Zero Point Energy formalism. The Zero Point Energy formalism is modified as due to Vissers’s setting of an angular plane number in early universe cosmology as k(maximum) ~ 1/(Planck length), with a specific initial density giving rise to initial information content which may permit fixing the initial Planck’s constant, h, which is pivotal to the setting of physical law. This will be in the spirit of Stoica’s removal of initial conditions of non-pathological initial starting points in Cosmology. What we want are necessary and sufficient conditions so h(today) = h(initial). We also in addition make a brief survey into 5th force arguments in gravity which also has a strict entropy interpretation. i.e., how to link gravity, quantum mechanics, and E and M through entropy production.
机译:最初,我们部分地根据Muller和Lousto提出的内容,来研究熵的非奇异宇宙表示形式。这是一个网关,它可以提供有关信息和计算步骤(由塞思·劳埃德(Seth Lloyd)定义)的信息,这些信息和计算步骤是由于修改后的零点能量形式主义而最初将可用的信息和计算步骤。归因于Vissers在早期宇宙宇宙学中将角平面数设置为k(最大)〜1 /(普朗克长度),修改了零点能量形式主义,并通过特定的初始密度产生了初始信息内容,这可以允许固定初始普朗克常数h对物理定律的设定至关重要。这将是Stoica去除宇宙学非病理性初始起点的初始条件的精神。我们想要的是必要和充分的条件,因此h(today)= h(initial)。此外,我们还对重力中的第五力论点进行了简要调查,该论点也具有严格的熵解释。即如何通过熵产生将引力,量子力学以及E和M连接起来。

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