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Critical Mass the Holy Grail:
The geometry turned out to not be so hard.
Initially I envisioned thin bands of great diameter, but it turns out, that would be too far from center of gravity. I still don't know the mechanism for collapse, how the outer expanding band collapses through the others to center or what and when does it start falling. I know the time between Big Bangs to be 108 billion years. Just enough time for the inner band to expand to the present size of the middle band. Don't know, but I do know from my travels, the thickness of the band to be about 1000 observable Universes thick. If vertical and lateral expansion match, then the inner diameter is also 1000 observable.
Thus, the Universe, per se, is 3000 observable dimeters in diameter, with a 1000 observable diameter hollow center. The outer band could extend to 27,000 observable diameters.
So, the volume of this band is 26 billion cubic observables. Since a cubic observable is twice the volume of a spherical observable we take 2 x 10^53 kg x 2.6 ee10, and get 5.2 x 10^63 kilograms as critical mass.
5.2 x 10^63 kilograms is critical mass.
The geometry turned out to not be so hard.
Initially I envisioned thin bands of great diameter, but it turns out, that would be too far from center of gravity. I still don't know the mechanism for collapse, how the outer expanding band collapses through the others to center or what and when does it start falling. I know the time between Big Bangs to be 108 billion years. Just enough time for the inner band to expand to the present size of the middle band. Don't know, but I do know from my travels, the thickness of the band to be about 1000 observable Universes thick. If vertical and lateral expansion match, then the inner diameter is also 1000 observable.
Thus, the Universe, per se, is 3000 observable dimeters in diameter, with a 1000 observable diameter hollow center. The outer band could extend to 27,000 observable diameters.
So, the volume of this band is 26 billion cubic observables. Since a cubic observable is twice the volume of a spherical observable we take 2 x 10^53 kg x 2.6 ee10, and get 5.2 x 10^63 kilograms as critical mass.
5.2 x 10^63 kilograms is critical mass.