- #1
VCortex
- 24
- 0
Sorry, I keep having naive little ideas lately! Humour me anyone if you so wish..
If you took the estimated mass of luminous/energetic bodies estimated in the observable universe (galaxies & black holes etc), disregard dark matter/energy, and make that each galaxy/observed mass can for convenience act as single mutually repulsive particles in a system;
What sort of value would you get for Lambda as an exponential if you took (E=mc^2 / the averaged point masses) / (distance to the edge of OU in LY / by Planck's constant)?
Does that make a lick of sense? I'm still thinking about it, don't be too cruel! :P
If you took the estimated mass of luminous/energetic bodies estimated in the observable universe (galaxies & black holes etc), disregard dark matter/energy, and make that each galaxy/observed mass can for convenience act as single mutually repulsive particles in a system;
What sort of value would you get for Lambda as an exponential if you took (E=mc^2 / the averaged point masses) / (distance to the edge of OU in LY / by Planck's constant)?
Does that make a lick of sense? I'm still thinking about it, don't be too cruel! :P
Last edited:
