Derivation of Three Model Dynamics in the Special Theory of Relativity
dynamics of bodies, special theory of relativity
Abstract
The article presents our innovative method of deriving dynamics in the Special Theory of Relativity. This method enables to derive infinitely dynamics in relativistic mechanics. We have shown three examples of these derivations. In this way, we have shown that the dynamics known today as the dynamics of Special Theory of Relativity is only one of infinitely possible. There is also no reason to treat this relativistic dynamics as exceptional, either for experimental or theoretical reasons. Therefore, determination of which possible dynamics of relativistic mechanics is a correct model of reality remains an open problem of physics.
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Szostek Karol, Szostek Roman (2015) Special Theory of Ether.
Szostek Karol, Szostek Roman (2015) Szczególna Teoria Eteru.
Szostek Karol, Szostek Roman, E (2017) mc 2 jako składowa energii kinetycznej w prawie dla energii kinetycznej (in Polish: E = mc 2 as a component of the kinetic energy in the law for kinetic energy. 44.
Szostek Karol, Szostek Roman Derivation method of numerous dynamics in the Special Theory of Relativity.
Szostek Karol, Szostek Roman Metoda wyprowadzania licznych dynamik w Szczególnej Teorii Względności.
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2018-02-07
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