Abstract
A model of the Z boson is elaborated from a revised quantum electrodynamic theory (RQED) by the author. The electromagnetic steady field is derived from a separable generating function with a convergent radial part, resulting in a vanishing net electric charge and a nonzero spin and rest mass. From the superposition of the solutions of two Z bosons with antiparallel spin directions, a model is further formed of a composite boson, the computed mass mC of which becomes connected with the mass of 91 GeV for each Z boson. This results in a composite boson which is likely to become identical with the heavy particle recently detected at CERN. Both these particles are thus lacking of net electric charge, magnetic field and spin, are purely electrostatic and highly unstable, and have masses close to the value of 125 GeV.
Highlights
The heavy and unstable particle being recently detected experimentally at CERN [1] [2] has no electric charge, no spin, and a rest mass of 125 GeV
From superposition of the solutions for two Z bosons with antiparallel spin directions, a model of a composite boson has been formed in terms of the present revised quantum electrodynamic theory (RQED) theory
It connects the computed mass mC of the composite boson with the mass of 91 GeV given for the Z boson
Summary
The heavy and unstable particle being recently detected experimentally at CERN [1] [2] has no electric charge, no spin, and a rest mass of 125 GeV. B. Lehnert a mass of 91 GeV, this results in a characteristic radius of about 10−18 m, in agreement with that estimated by Quigg [4]. Lehnert a mass of 91 GeV, this results in a characteristic radius of about 10−18 m, in agreement with that estimated by Quigg [4] This model will be used in the present investigation to determine the distribution of electrostatic and magnetostatic energy of the Z boson model. In its turn, this results in a relation between the mass of the Z boson and that of the composite particle, as demonstrated by the following analysis. As seen from the analysis, a variation of the included parameters becomes associated with a minimum of the composite particle mass
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