some music please
.....may we play.....
...................Pop goes the vacuum energy at the LHC
.........Bing 'ai' Question
............
Can we estimate the gravitational mass [kilograms] of a hydrogen atom
with Mobius surface boundary area that orbits two gravitating mass and
electric charged endpoints respectively n(0, -)^electron and Pn(0,
+)^proton while observing both ‘n’ and ‘Pn’ and seeing ‘n’ as an
electron rest energy G0 = (0.511 MeV + 13.6 eV)(mass, -)^electron that
resonates an electron mass out of the LHC vacuum at collision
temperature 5,930,068,619.97 [Kelvin] and observing, seeing ‘Pn’ as a
proton rest energy G0 = 839 MeV (mass, +)proton that resonates a proton
mass gravitating out of the LHC vacuum at collision temperature
9,736,194,050,725.8 [Kelvin]?
more music please.....may we continue to play.....Pop goes the vacuum energy at the LHC
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