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Expansion Of The Universe According To Homogeneity

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(against the mainstream)

Resume of what I say here:
The light that travels from s (age of the universe x light speed) is not show because it’s stretch 100% (stretch is at light speed), but according to my calculation is really of 2 x 50%. So I speak better of s/2 (half of distance), here the light travel 50% and is stretched 50% so the stretch would be 150,000 km/s by light year according to homogeneity, but this is not true. (25% is the same stretch and half time, 100% is 2 times 50%).


According to Hubble’s law, homogeneity and stretch the universe expand equal in all points and double distance is double speed.
The universe far have less expansion, but it’s homogenized by stretch.
s/2 is double of distance that s/4 by that has double speed (distance-speed according to Hubble’s law), …

t = time from big-bang / s = size of visible universe (in light years) or better = age of the universe x light speed

I make this a graphic explanation:

0----s/4---s/2---3s/4--s – in t0 <- 0 is our position, t0 is time initial

In the same moment (t0) 2 photons start travel to us, 1 from s/4 and another from s/2, then the expansion is between us (position 0) and the photons.

0----------s/4 <- after t/2 this would be the new position
0—--t0--–-x <- the universe expand s/4 in t/2 and this point now is s/2 (t0 is our position in time initial)

We see the light at s/2 and have 50% of expansion and is stretch 50% (also travel 50% of original way and 50% of way stretched).
0-------------------------s/2 <- after t
0-—------–t0—----—-x <- the universe expand s/2 in t and this point now is s (t0 is our position in time initial)

The light of s have 0% of expansion (or us have expansion of 100% over s) and is stretch 100% (2 times 50%)
The light of s is not show, but we show light of a few less distance (it’s not show by stretch of 100%).

In t/2 the photon of s/4 arrive to us and we see it how s/2, s/2 have expansion of only 50% and the photon is stretched 50%. So is according to Hubble’s law and homogeneity.

In t the photon of s/2 arrive to us and we see it how s, s have expansion of 0% (or we have expansion of 100% over s) and the photon is stretched 100% (2 times 50% in the travel). So is according to Hubble’s law and homogeneity. (the photon of s is not show because it’s light speed, but we show any of a few less distance)

The same occurs with s/8, s/16, …

s/4 in t/2 take position in s/2, we see the light of s/4 how the light of s/2
s/2 in t take position in s
s/8 in t/4 take position in s/4

This is the form according to the theory, taking other expansions like t/4 (different of t/2) don’t work, so I think is the only form possible (I search, but without find a description).

So we can to see:

The light from s/4 travel from there s/4 and stretch s/4, so s/4 + s/4 = s/2 (50% expansion and 50% stretch)
s/2 is 50% of size (expansion is growing) and 50% of stretch = 100% of visual size = homogeneity

By this: the light of s/2 is the light of s/4 stretch t/2 (t=time of visible universe), light of s is light of s/2 stretch t, light of s/4 is light of s/8 stretch t/4, …. and by that light of 2 light years would be light of 1 light year stretch 2 year or an expansion of half of speed of light, or 150,000 km/s by light year (theory say that expansion is “70.6 ± 3.1 (km/sec)/Mpc” (1 megaparsec is “3.26 million light-years”).

How this last is impossible this solution is false and by that it’s not possible that the universe expand according to Hubble’s law and homogeneity (the expansion of the universe is only a visual effect). Remember that Hubble’s law and homogeneity are facts.

references: The Big Bang and http://scienceblogs....ce_in_the_e.php

My page: The Universe Does Not Expand
link to this note in my page: http://bigbangno.wor...gs-html/#tag00a

Thanks.

(remember, I need your feedback)

Source: Expansion Of The Universe According To Homogeneity

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