Sub-Structure of the Electron
                    Updated April. 1st, 2023
                    To date, no detailed accepted theory 
                      or model of the electron itself is established. What is 
                      known is a variety of properties, each standing alone in 
                      a table of elementary constants, an abstract entity like 
                      the "brick" concept by R. 
                      P. Feynman on something which cannot be devided in smaller 
                      parts without leaving the "brick" identity. 
                    
                    There are several theoretical publications 
                      which propose a rotating ring, a shell or mass-less particles 
                      circulating with the speed of light, or in- and outcoming 
                      standing waves, which explain many relevant aspects of the 
                      electron like the spin and a diameter to be the Compton 
                      wavelength. Several papers since Parson (1) describe models 
                      of the ring electron (2) - the "spinning ring". 
                      No one of these models, however gives a physical origin 
                      of the charge itself.
                    At very close distances, however, the electron exhibits 
                      a much stronger electrical field than during normal observations 
                      - seen by the variation of the coupling constant at very 
                      high energies. This looks, as if there were a stronger electromagnetic 
                      field present than represented by the charge e-. Can the 
                      electron be described as circulating purely electromagnetic 
                      wave like a "knot of light" similar to that described 
                      by Ranada 
                      or Irvine& 
                      Bouwmeester?
                    The field of a sine wave has a positive and a negative 
                      half wave:
                    
                    If looked at in space (right side), the underside of the 
                      positive field vector has the effect of a negative field 
                      per definition (see attraction of the positive test charge). 
                      If we let the above wave circulate with an internal twist 
                      like a Moebius ribbon in one turn (half sine phase of the 
                      field), then the wave turns upside down for the next half 
                      phase.
                    In this Moebius ribbon, the negative half wave stays on 
                      the inside during the first revolution. After the internal 
                      torsion, the underside of the negative half wave - i.e. 
                      the postitively acting part of the second half wave is 
                      on the outside of the particle again to give the 
                      positron in the above case. If we reverse the polarities, 
                      we obtain the electron:
                    
                    As the field arrives on the other side of the ring with 
                      some delay due to the speed of light, the inside field partly 
                      compensates itself during one revolution. The excess positive 
                      or negative field on the outside then is the origin of the 
                      electric charge of the positron or electron, respectively.
                    The ratio of the field energy responsible 
                      for the charge to the total particle rest energy is the 
                      dimensionless figure 1/137, which is identical in value 
                      and formula to the fine 
                      structure or coupling constant. From the spin the 
                      electric charge and the electron radius can be 
                      calculated. 
                    1) A. L. Parson, A Magneton Theory of the Structure of 
                      the Atom, Smithsonian Miscellaneous Collection, vol. 65, 
                      no. 11, Publication No. 2371, pp. 1-80 (Nov. 29, 1915).
                    (2) H. S. Allen, The Case for a Ring Electron, Proc. 
                      Phys. Soc. London, vol. 31, pp. 49-68 (1919)
                    
                    
                     
                    Mass Relation of Leptons and Nucleons 
                      - Structure of the Quark (updated 10.01.2016)
                    One of the other key questions of 
                      elementary particles physics is the mass relation between 
                      leptons and nucleons, hadrons or quarks, or, more specifically, 
                      the relation between the mass of the electron and the proton. 
                      Every physicist since decades has wondered about the mass 
                      relation between the electron and the proton of 1/1836.
                    However, leptons in many hadron decays 
                      and interactions show a typical energy of 53 MeV. This energy 
                      is found for electrons, positrons and even neutrinos which 
                      are emitted from decay processes of mesons and from other 
                      particle reactions.
                    The energy of 53 MeV is observed 
                      so often that it cannot be a coincidence. 
                    A simple spherical quantum wave is assumed for the quark. 
                      Only six individual orbits of these high 
                      energy electrons/positrons can be placed in this 
                      spherical quark without violating the Pauli Principle.
                    Three quarks consisting of six of 
                      these 53 MeV leptons per quark fit the observed mass and 
                      charges of the proton minus a typical binding energy. 
                     3 * 6 * 53 MeV - 2*8 MeV = 938 MeV - qed.
                    A factor of 53 times the rest energy 
                      of the electron also has been calculated 
                      1962 by P. Dirac to be the first excited state with 
                      spherical symmetry according to the Bohr-Sommerfeld method 
                      of quantization in a classical charged conducting surface. 
                      The total energy then should be the sum of electrical and 
                      magnetic energy to give a nucleon constituent with 53 MeV. 
                      This spherical quantum wave can have eight quadrants in 
                      a simple agitated version. The quark is shown to have exactly 
                      and only three different variations of this eight quadrant 
                      quantum wave, the colours.
                    
                    
					  
					  
                     
                    Feedback or contact is appreciated 
                      at physics@ccaesar.com