The constant can be expressed as α2mec/2h, where α is the fine-structure constant, me is the mass of the electron, c is the speed of light, and h is Planck’s constant. The value of the Rydberg constant R∞ is 10,973,731.56816 per metre. When used in this form in the ...
It has been suggested that by increasing the speed of light during theearly universe various cosmological problems of standard big bangcosmology can be overcome, without requiring an inflationaryphase. However, we find that as the Planck length and Planck time arethen made correspondingly smaller, ...
The value of the Rydberg constantR∞is 10,973,731.56816 per metre. When used in this form in the mathematical description of series of spectral lines, the result is the number of waves per unit length, or thewavenumbers. Multiplication by thespeed of lightyieldsthe frequencies of the spectral...
basedupontherolloutofourUniversefrominfinitesimalPlanckLengthandPlanckTimeispresented.Thistheoryinvolvestherapidmotionoftimeandmatterduringthatearlytimehavingfrequenciesontheorderoftrillionsofcyclespersecondormore.SeveralalternativeHFRGWdetectorsaredescribedandtheproposedLi-BakerHFRGWdetector;whichistheoreticallysensitivetoGW...
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Γ, dQ is an infinitesimal boundary length, and the Green’s function G(P,Q) is given by(2)G(P,Q)=−mπℏ2Ko(−ikr).In this equation, m and ℏ are the particle’s mass and reduced Planck’s constant, respectively, Ko is the modified Bessel function of the second kind ...
(in theory). Additionally, if such infinitely-precise spectrum is mapped to space- and time-bound physical processes, where Planck length and time are considerably greater than zero - one can't sample these processes more densely or more frequently than Planck constants permit, - it brings a ...
The constants m, c and ħ denote the mass of a particle, the speed of light, and the reduced Planck constant, respectively. The constants cc, cp and cs denote physical interaction constants; the subscripts ⋅c, ⋅p and ⋅s stand for Coulomb, Poisson and Slater, respectively. The ...
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The speed of light is so large, in part because gravity is very weak, and this really has to do with the fact elementary particles have little mass in comparison to the Planck mass. If this huge disparity did not exist the natural unit for the speed of light is one Planck length per ...