Author:
Nikolov, Alexandar
Category:
Research Papers
Sub-Category:
Quantum Theory / Particle Physics
Date Published:
December 2, 2024
Keywords:
principle of opposites, law of qualitative definiteness, law of quantitative definiteness, principle of similarity, natural constants-scales
Abstract:
The mass-(m) and energy-(E) are a pair of opposite quantities – material- immaterial (ideal). Therefore, they mutually determined: E=m.c2 – law of qualitative definiteness (particles with energy, no mass...complete absurdity). For a wave process: E=m.(λ.f)2. The factor-c2=(λ.f)2 is mass-energy mediator. The formula-(E=h.f) admits of inaccuracy. The correct relationship is: P=h.f [watt] and h-[w.s]. The Planck constant represents: h=E0=m0.c2 – a boundary discrete portion of energy (from one wave period), and (m0) is a corresponding boundary discrete portion of mass (of the field matter). The quantitative ratios are in force: E=n.E0; m=n.m0, where (n) is a number-coefficient of proportionality – law of quantitative definiteness. Natural constants-scales for energy-(E0=hE) and mass-(m0=hm) are available. What has been said literally also applies to the pair of antipodes length-(L) and time-(t). .../...
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