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From the Universal formula of energy follow the laws of energy of mechanics, gravitation, electromagnetism, thermodynamics.
Source publication
A universal energy law is proposed in the form of a formula that includes the energy constant and dimensionless parameters. This way of representing the energy formula is a generalized equation for mechanical, electric, magnetic, gravitational and thermal energy. From one generalized energy equation directly follows: kinetic energy formula E=mV 2 /...
Context in source publication
Context 1
... formula E= 3kBT/2, with k1=T/T0, k2 = 3/2, k3=1, k4=1. The Joule-Lenz law E = I 2 Rt follows, with k1=I 2 /I0 2 , k2 = R/R0, k3=t/t0, k4=1. Followed formulas of gravitational energy, electric energy, magnetic energy, energy of a charged capacitor, energy of an inductance coil, kinetic energy of rotational motion (Fig. 5). ...
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We present a formalism to discern the effects of fluctuations of the spacetime metric on electromagnetic radiation. The formalism works via the measurement of electromagnetic field correlations, while allowing a clear assessment of the assumptions involved. As an application of the formalism, we present a model of spacetime fluctuations that appear...
Citations
... The Newtonian constant of gravitation G can be represented not only by mechanical constants, but also by electrical constants: [15]. ...
... From equation (14) together with Stewart's equation (15) (15) it is easy to obtain an equation relating the mass of the observable Universe to the Newtonian constant of gravitation G MU = c 3 ћα 2 re/G 2 me 2 (16) Substituting the value of G from equation (1) into equation (16), we obtain the value of the mass of the observable Universe and a new formula for its calculation: (17) Substituting this value of the mass of the observed Universe into formulas (12) and (13) demonstrates not an approximate coincidence of their order of magnitude, but an exact coincidence: ...
... From equation (14) together with Stewart's equation (15) (15) it is easy to obtain an equation relating the mass of the observable Universe to the Newtonian constant of gravitation G MU = c 3 ћα 2 re/G 2 me 2 (16) Substituting the value of G from equation (1) into equation (16), we obtain the value of the mass of the observable Universe and a new formula for its calculation: (17) Substituting this value of the mass of the observed Universe into formulas (12) and (13) demonstrates not an approximate coincidence of their order of magnitude, but an exact coincidence: ...
The paper solves the problem of mathematical inference of large numbers, which was formulated in 1985 by P. C. W. Davies [1]. The law of scaling of large numbers is derived. The law of scaling gives a new method of obtaining large numbers from dimensionless constants. It complements the known method based on relations of dimensional physical quantities. The law of scaling of large numbers shows that large numbers of scale 10 39 , 10 40 , 10 61 , 10 122 are only part of the complete family of large numbers. The large numbers are supplemented by new large numbers of scales 10 140 , 10 160 , 10 180 , which are naturally derived from the fundamental parameters of the observable Universe. New coincidences of relations of dimensional quantities on scales 10 140 , 10 160 , 10 180 are found. It is shown that large numbers of different scales are functionally related to each other. The primary large number D20 =(αD0)^(1/2) = 1.74349...x 10 20 , from which large numbers of other scales are formed according to a uniform law, is chosen on the scale of 10 20. The primary large number D20 = 1.74349...x 10 20 consists of two dimensionless constants: the fine structure constant alpha and the Weyl number D0 = 4.16561...x 10 42. The coincidences of the relations of the dimensional quantities with large numbers on scales 10 160 and 10 180 allowed us to derive simple and beautiful formulas for calculating the Hubble constant H and the cosmological constant Ʌ. An equation is derived which shows that the constants H and Ʌ are related. The origin of H and Ʌ from the fundamental physical constants of the electron is proved. The law of scaling of large numbers makes it possible to calculate analytically the parameters of the observable Universe with high accuracy.A new equation is derived, which unites the 5 most important parameters of the observable Universe: MURUGɅ 2 = H 2 .
