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Precise Format of the Lorentz Transformations – Unsoundness of the United Space-Time

Author:

Nikolov, Alexandar

Category:

Research Papers

Sub-Category:

Relativity Theory

Language:

English

Date Published:

January 27, 2014

File:

/Research Papers-Relativity Theory/Download/5290

Downloads:

705

Keywords:

inertial systems, Lorentz transformations, Principle of opposites, Principle of relativity

Abstract:

It is by all means proved scientific fact that the World is structured on the Principle of opposites. Space and time are opposite natures – material and ideal. The united space-time is a fiction of relativism. We will demonstrate this with the Lorentz transformations between the inertial systems K and K' (we accept that the source of light K'(x', t') is moving in relation to K(x, t) , for example, to the right with velocity v on the axes X'=X and replace b=(1-v 2 /c 2 ) 1/2 ). The appearance of the transformations [x'=(x-v.t)/b ; t'=(t-v.x/c 2 )/b] is obviously intermediate (suggests that the mathematical operation in brackets is not bringed to the end). The expressions vt and vx/c 2 have the meanings, accordingly vt=Δx and vx/c 2 =Δt, which means that the so-called united space-time is an invention (fiction) of relativism. Actually, ∆x and ∆t are manifestly corrections to the x coordinate and time t, caused by transposition of the systems and the top speed of light. As a result (x-∆x)=x cor is the corrected coordinate x and (t-∆t)=t cor is the corrected time t. I.e. x' and t' are not reciprocal of x and t , but they are reciprocal quantitys of x cor and t cor . Therefore, we can represent the transformations in their lawful form: x'=x cor /b ; t'=t cor /b (or l'=l/b ; t'=t/b) for viewpoint K'. Then, without any doubt, the reverse expressions will be these: x cor =x'.b ; t cor =t'.b (or l=l'.b ; ....

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