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SUMMARY:Andras Kovacs
DTSTART:20240615T140000Z
DTEND:20240615T160000Z
DTSTAMP:20260423T010943Z
UID:QMFNoT/55
DESCRIPTION:Title: <a href="https://researchseminars.org/talk/QMFNoT/55/">
 A particle model based on direct interpretation of Compton scattering meas
 urements and gamma spectroscopy</a>\nby Andras Kovacs as part of QM Founda
 tions & Nature of Time seminar\n\n\nAbstract\nI present a particle model t
 hat is based on a direct interpretation of Compton scattering measurements
 \, gamma spectroscopy\, and magnetic moment data. To correctly interpret n
 uclear measurements\, we strictly adhere to foundational Physics laws\, su
 ch as the Maxwell and Klein-Nishina equations. It turns out that an electr
 on's and a proton's internal structures can be modeled analogously\; the m
 ain difference is the topology of their Zitterbewegung. This result implie
 s that the neutron-proton difference is the additional presence of a negat
 ive elementary charge\, i.e. the neutron has two sub-particles. We develop
  a precise mass measurement method for measuring the negative charge's mas
 s within the neutron\, and also survey relevant experiments. Numerous expe
 riments converge to the same result: the neutron comprises a proton and a 
 nuclear electron\, whose mass is 1.554 MeV\, and the binding energy of the
 se two neutron components is 0.26 MeV. Our work clarifies that all tangibl
 e matter comprises three elementary particle types: electron\, nuclear ele
 ctron\, and proton. We begin the discussion of unstable particles by consi
 dering magnetic moment difference between an electron and muon. Finally\, 
 we discuss what pion-related nuclear reactions reveal about the pion's int
 ernal structure. The reviewed experimental data lead to a reasonable appro
 ximation of the muon's and pion's internal structures as well. The muon tu
 rns out to be an elementary particle\, the neutral pion has two sub-partic
 les\, while the charge pion has three sub-particles.\n
LOCATION:https://researchseminars.org/talk/QMFNoT/55/
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