Relativity and Cosmology

    

Determining Power Product Relationship Between Physical Quantities by Generalized Relational Expression

Authors: Yong Bao

The power product relationship between physical quantities (PQs) is determined by a generalized relational expression (GRE). Choose two, three and four PQs in the GRE, we find the corresponding general formula. Assuming that the exponent of the physical constant in the formula is zero or the fitting number, we get many well-known factorless equations, such as Einstein's mass-energy relation, Schwarzschild black hole (SBH) event horizon temperature formula, holographic dark energy (HDE) Model equation, Casimir effect equation, Planck black body radiation formula, Stefan-Boltzmann law, Einstein field equation, Newton's law of gravity, Schrödinger's equation, Coulomb's law, Newton's second law, Clapeyron Equations, superconducting thin film power law, two formulas of critical temperature of LSCO, centrifugal force formula, etc. Some new relationships are given, including the relationship between the square of the total energy of the HDE and its energy density, the one between the square of the SBH energy and its density, the one between the SBH's sixth power radius and its energy density, the one between the SBH pressure and its center Entropy density relationship, etc. We show that the GRE can determine the power product relationship between two, three, and four PQs, which is useful and significant.

Comments: 7 Pages.

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Submission history

[v1] 2015-02-14 18:09:06
[v2] 2015-03-10 20:25:51
[v3] 2015-04-08 06:01:55
[v4] 2015-04-15 06:48:39
[v5] 2015-05-10 05:54:09
[v6] 2015-05-14 05:51:14
[v7] 2015-07-22 05:45:42
[v8] 2015-10-11 06:17:12
[v9] 2016-01-08 20:25:55
[vA] 2016-02-17 04:59:02 (removed)
[vB] 2016-09-09 19:30:44 (removed)
[vC] 2016-09-10 20:04:12 (removed)
[vD] 2016-12-16 18:25:07 (removed)
[vE] 2017-05-18 05:46:02 (removed)
[vF] 2017-06-26 06:20:26 (removed)
[vG] 2017-07-02 06:04:36
[vH] 2020-08-10 10:34:08

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