predicting neutrino rest mass; 6(pi^5) == 5f6 == 1836 ; (pi^7)/22 == 137 ; pi == subshells/shells ; (e) == occupied subshells/shells #571 Correcting Math
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Next: predicting neutrino rest mass; 6(pi^5) == 5f6 == 1836 ; (pi^7)/22 == 137 ; pi == subshells/shells ; (e) == occupied subshells/shells #572 Correcting Math
From: Archimedes Plutonium on 7 Apr 2010 00:12 I probably made a mistake by saying these four are the elementary particles: electron, proton, neutron, neutrino. The neutron is just a combination of electron, proton and neutrino. So the only three elementary particles, other than the photon, are the electron, proton and neutrino. So can I predict the neutrino rest mass from the Plutonium Atom Totality structure? The Plutonium Atom Totality structure predicts the inverse fine- structure constant and the number pi and the number (e) and the proton to electron rest mass ratio. As the title tells: 6(pi^5) == 5f6 == 1836 ; (pi^7)/22 == 137 ; pi == subshells/shells ; (e) == occupied subshells/shells. The Plutonium atom has 22 subshells in 7 shells of which only 19 subshells occupied at any instant of time, thus giving the numeric value of what (pi) and (e) will be. The Plutonium atom has a 5f6 subshell and this subshell gives the electron to proton rest mass as 6(pi^5) == 1836. The structure of the plutonium atom of its energy levels gives the inverse fine structure constant as that of (pi^7) / 22 == 137. Because the structure of the Plutonium Atom gives the fine-structure constant and the proton/electron mass ratio, and the values of (pi) and (e). Then the structure of the plutonium atom should give what the rest mass of the antineutrino or neutrino. The rest mass of the neutrino should be the symmetry breaking of the photon. The rest mass of the muon is 105.7 MeV and the electron is 0.511 MeV The mean life of the muon is 2.1 x 10^-6 seconds The rest mass of the neutron is 939.6 MeV and a mean life of 918 seconds. This **suggests** that the amount of time versus rest mass of the neutron is that of a ratio of 939/918 or approx 1 MeV/sec. For the muon this rest mass to time ratio is 105.7/2.1 is approx 50 eV/ sec. As for the Plutonium Atom structure, I am dealing with a number that is in the millions as a ratio of neutrino rest mass versus the electron rest mass. And with a number in the 10^6 we are looking at a (pi^12). Does the plutonium atom totality have a pi^12 energy structure? Well if you count the Poincare Dodecahedral Space, you may recall there are 12 faces. Now I have to go and look up to see what the current best estimate or experimental results of what the neutrino rest mass is? Whether it is close to 50 eV. Archimedes Plutonium http://www.iw.net/~a_plutonium/ whole entire Universe is just one big atom where dots of the electron-dot-cloud are galaxies |