Based on my interpretation of physicist Subhajit Waugh’s theory, “Unified Physics and Cosmology: the Theory of Everything”, the three dimensional universe we seem to occupy was spawned by a four dimensional big bang with our resulting 4D hyperballoon structure expanding at the constant speed of light.
From this, and with apologies to Mr. Waugh, my interpretation is that as our hyperballoon structure expanded, it’s inner and outer two layered fourth dimensional thickness became thinner as it expanded just as the rubber in a balloon thins as more air is pumped in.
After about 13.6 billion years since the big bang this 4D thickness is now about 1.616255×10−35 meters which is the Planck length. This is why our universe seems three dimensional and from our 3D perspective this is where the fourth spatial dimension has gone. It is what we perceive as the quantum realm.
Back to the red shift question, this all implies that the Planck “constant”, h is actually a variable and it becomes smaller as our universe continues to expand at the constant speed of light.
Therefore from the equation where f is the frequency of the light,
f=E/h
As we go back in time, h would be a larger value and all celestial bodies would emit light at longer wavelengths than those today. Their light would be redder and that would explain the redshift phenomena.
From this, and with apologies to Mr. Waugh, my interpretation is that as our hyperballoon structure expanded, it’s inner and outer two layered fourth dimensional thickness became thinner as it expanded just as the rubber in a balloon thins as more air is pumped in.
After about 13.6 billion years since the big bang this 4D thickness is now about 1.616255×10−35 meters which is the Planck length. This is why our universe seems three dimensional and from our 3D perspective this is where the fourth spatial dimension has gone. It is what we perceive as the quantum realm.
Back to the red shift question, this all implies that the Planck “constant”, h is actually a variable and it becomes smaller as our universe continues to expand at the constant speed of light.
Therefore from the equation where f is the frequency of the light,
f=E/h
As we go back in time, h would be a larger value and all celestial bodies would emit light at longer wavelengths than those today. Their light would be redder and that would explain the redshift phenomena.
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