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Cosmological Redshift without expansion of the Universe (Classical explanation)

Author:

Sokolov, Gennadiy

Category:

Research Papers

Sub-Category:

Cosmology

Language:

English

Date Published:

March 14, 2019

Downloads:

94

Keywords:

the recession of galaxies, Cosmological Redshift, Doppler effect, moving re-emitter

Abstract:

The farther the galaxy from the Earth, the stronger the spectrum of the light coming from it is shifted to the red. This decrease in frequency (redshift) is usually attributed to the recession of galaxies and to the Doppler effect arising from this. The notion of scattering of galaxies led to a number of known contradictions in cosmology and the myth of the Big Bang. This paper shows that the cosmological redshift is actually explained by the Doppler effect, but it is not related to the recession of galaxies

Comments

aham brami(Guam):
The calculations of Doppler's effect are wrong. Only the equation of the receding detector is correct: (c - v)/c = 1 - v/c. The equation of the upcomming detector
(c + v)/c cannot by multiplied with it, but tah of the moving generator: c/(c - u). Thus obtained function of the two variables (c - v)/(c - u) Einstein turned under the root for obtaining the alaged general relation, also applied to the redshift.
However, this is an exponential function, resulted from the medium extension.
If you are interesting, I would present you the detailed calculus and diagrams.

Posted: April 11, 2019 @ 3:38:02 am
aham brami(Guam):
The calculations of Doppler's effect are wrong. Only the equation of the receding detector is correct: (c - v)/c = 1 - v/c. The equation of the upcomming detector
(c + v)/c cannot by multiplied with it, but tah of the moving generator: c/(c - u). Thus obtained function of the two variables (c - v)/(c - u) Einstein turned under the root for obtain the alaged general relation, also applied to the redshift.
However, this is an exponential function, resulted from the medium extension.
If you are interesting, I would present you the detailed calculus and diagrams.

Posted: April 11, 2019 @ 3:36:59 am

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