Mathematical Physics

1509 Submissions

[4] viXra:1509.0135 [pdf] submitted on 2015-09-15 13:45:00

Improving the Koide Formula

Authors: Branko Zivlak
Comments: 6 Pages. 16 formulas, 2 tables

Koide formula has improved on the result 2/3 in the formula (14). The tau lepton mass is also calculated. This is third version of the article.
Category: Mathematical Physics

[3] viXra:1509.0093 [pdf] replaced on 2015-09-09 08:48:56

Motive Power Generator

Authors: Simon A. Okojokwu
Comments: 32 Pages.

A motive power generator having a magnetic potential energy of magnitude "Limk−>∞(τ * 2kπ)" Joules, where τ is the torque and "2kπ" is the angular displacement, the generator converting the magnetic potential energy into kinetic energy at the rate of (τ^2 * σ * ρ^-1 * r^-2)^1/2 Joules per second, where r, ρ, and σ are respectively the average radius, the density, and the maximum tensile strength of the generator-rotor.
Category: Mathematical Physics

[2] viXra:1509.0027 [pdf] submitted on 2015-09-01 09:37:14

The Mixing Matrices and the Cubic Equation

Authors: J. S. Markovitch
Comments: 8 Pages.

This article begins by defining two sets of related constants: The first set is used to define a nonstandard cubic equation. The second set is used to define equations that constrain a pair of rotation matrices. Curiously, these sets each contain an angle, each defined much like the other, where these angles separately play a central role in identifying solutions to their respective, very different equations. In this way these similarly-defined angles provide good evidence of a non-coincidental relationship between the nonstandard cubic equation and the pair of matrices. Moreover, a special case of this nonstandard cubic neatly combines with these matrices to produce values that map over to multiple physical constants (the fine structure constant reciprocal, the Weinberg angle, and the quark and lepton mixing angles), providing further evidence of a non-coincidental relationship.
Category: Mathematical Physics

[1] viXra:1509.0022 [pdf] submitted on 2015-09-01 04:57:09

On the Quantitative Effects

Authors: Chang-Wei Hu
Comments: 5 Pages.

The physical phenomena what modern physics describes seem all very peculiar, which results from the quantitative effects deviating from the absolute space-time theory.
Category: Mathematical Physics