devin553344 Posted December 21, 2019 Author Report Posted December 21, 2019 (edited) I got my log strain wrong for the proton. Its 3s instead of s^3. So I'm still working on it. Edited December 21, 2019 by devin553344 Quote
devin553344 Posted December 23, 2019 Author Report Posted December 23, 2019 (edited) Still working on this: OK I've been working on equal and opposite reactions and think I may have found another that also describes the wave particle duality. Radius, grows and shrinks in equal and opposite directions. Such that the particle has a particle radius of rS and a wave radius of the wavelength. The proton then has log strain and the electron carries the same kinetic energy as the electron orbiting the proton to make the neutron: rK = (8πGKe^2/c^4)^1/2 rp = (hc)/(4πmpc^2) mpc^2 = 3 * mec^2 * ln(4π) * 5 * ln(rp/rK) * RZ(5) Where rp is the proton wavelength, mp is the proton mass, me is the electron mass, RZ is a Riemann zeta function. The other constants are standard physics constants. The electron has a max log strain of the fine structure: rK = (3/10 * 8πGKe^2/c^4)^1/2 re = (hc)/(4πmec^2) 2hc/(2πKe^2) = 5 * (re/rK) Where re is the electron wavelength, h is the Planck constant, c the speed of light, K the electric constant, e the elementary charge. In both 5 represents radius divided by radius to the fifth power. Edited December 23, 2019 by devin553344 Quote
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