Abstracts
Alexander Burinskii
Supersymmetric bag model to unite gravity with particle physics
Extremely high spin/mass ratio of the spinning particles (in dimensionless units about 2022 orders) shows that KerrNewman (KN) solution has very strong influence on the metric on the Compton scale, contrary to commonly accepted point of view that gravity is negligible for particle physics. As a result, the problem of compatibility Gravity with Quantum theory becomes very actual for spinning nonperturbative solutions. We show that consistency of the solitonlike solutions with external KN gravity can be achieved without modification of the EinsteinMaxwell field equations, by using supersymmetric version of the Higgs mechanism of symmetry breaking. We consider a nonperturbative baglike solution in the generalized LandauGinzburg field model, as a domain wall interpolating between the external KN gravitational field and the supersymmetric vacuum state inside the bag. According to features of the typical bag models, we consider confinement of the Dirac equation and deformations of the bag boundary by stringlike excitations. We show that supersymmetric Higgs model is naturally upgraded to the WessZumino model of supersymmetric QED, indicating a bridge from the nonperturbative superbag model to perturbative formalism of the conventional QED.
References:
A. Burinskii, Gravitating Lepton Bag Model, JETP, 148(8), (2015) 228, arXiv:1505.03439.
A. Burinskii, Source of the KerrNewman solution as a supersymmetric domainwall bubble: 50 years of the problem, Phys Lett. B 754 (2016) 99, arXiv:1602.04215.
