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- W1537702903 abstract "Based on a generalisation of quantum electrodynamics with massless elementary fermions (quantons, q) and scalar coupling of gauge bosons, neutrinos are described as composite particles of (q^o bar q^o q^o)-structure bound by a magnetic spin-spin interaction. Combining results from application of a vacuum potential sum rule with deduced mass square differences from neutrino oscillations, neutrino masses of about 0.015 eV, 0.017 eV, and 0.052 eV have been deduced for nu_e, nu_mu, and nu_tau, respectively. The electron has a similar (q^o bar q^oq^-)-structure, leading to a direct relation between the masses of electron and nu_e, which is used as consistency test of the deduced neutrino masses. The strength of the magnetic spin-spin interaction is found to be a factor ~10^15 smaller than the 'electric' interaction between charged quantons. Together with the reduction of the coupling strength alpha from microscopic systems to a distance of ~0.5 m by a factor of ~2 10^-24, the magnetic spin-spin coupling is consistent with the gavitational coupling G_N. Thus, a unified description of fundamental forces appears possible." @default.
- W1537702903 created "2016-06-24" @default.
- W1537702903 creator A5036574388 @default.
- W1537702903 date "2011-04-01" @default.
- W1537702903 modified "2023-09-27" @default.
- W1537702903 title "Neutrino masses from a three-quanton model with spin-spin force and its relation to the gravitational coupling G_N" @default.
- W1537702903 hasPublicationYear "2011" @default.
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