Creation of neutral fermions with anomalous magnetic moments from a vacuum by inhomogeneous magnetic field
S.P. Gavrilov, D.M. Gitman

TL;DR
This paper develops a nonperturbative quantum field theory approach to neutral fermion creation via inhomogeneous magnetic fields, revealing dependencies on magnetic field gradients and implications for astrophysics and dark matter research.
Contribution
It introduces a consistent method for describing neutral fermion creation with magnetic moments in inhomogeneous fields, linking to the Schwinger effect, and explores astrophysical implications.
Findings
Creation depends only on magnetic field gradient, not strength
Neutral fermion fluxes are symmetric and aligned with the magnetic field
Field smoothing prevents superstrong magnetic field formation
Abstract
A consistent nonperturbative approach (based on QFT) to neutral fermion creation (due to their magnetic moments) in strong inhomogeneous magnetic fields is considered. It is demonstrated that quantization in terms of neutral particles and antiparticles is possible in terms of the states with well-defined spin polarization. Such states are localizable and can form wave packets in a given asymptotic region. In this case, the problem can be technically reduced to the problem of charged-particle creation by an electric step. In particular, the relation to the Schwinger method of an effective action is established. As an example, we calculate neutral fermion creation from the vacuum by a linearly growing magnetic field. We show that the total number and the vacuum-to-vacuum transition probability of created pairs depend only on the gradient of the magnetic field, but not on its strength, and…
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