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Relationship between Monopoles and Quantum Entanglement

Dixon Godillo

Published Jul 2, 2026• 0 citations
Publisher

Abstract

This research examines the existence and behavior of magnetic monopoles within the framework of quantum mechanics, establishing a theoretical correlation with the phenomenon of quantum entanglement. By modifying Maxwell's equations to include a magnetic charge density, we model the interaction between an isolated magnetic charge and an entangled quantum system. The results suggest that the presence of a monopole induces a measurable phase shift in the entangled states, potentially serving as a novel method for indirect detection of these elusive particles.

DOI
10.5281/zenodo.21126240

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This research examines the existence and behavior of magnetic monopoles within the framework of quantum mechanics, establishing a theoretical correlation with the phenomenon of quantum entanglement. By modifying Maxwell's equations to include a magnetic charge density, we model the interaction between an isolated magnetic charge and an entangled quantum system. The results suggest that the presence of a monopole induces a measurable phase shift in the entangled states, potentially serving as a novel method for indirect detection of these elusive particles.
Weak magnetic monopoles with a continuum of charges less than the minimum implied by Dirac's quantization condition may be possible in nonassociative quantum mechanics. If a weakly magnetically charged proton in a hydrogen atom perturbs the standard energy spectrum only slightly, magnetic charges could have escaped detection. Testing this hypothesis requires entirely new methods to compute energy spectra in nonassociative quantum mechanics. Such methods are presented here, and evaluated for upper bounds on the magnetic charge of elementary particles.
Quantum entanglement, a fundamental phenomenon in quantum mechanics, has long been considered a curiosity, but its potential implications for computation are increasingly being recognized. This paper explores the theoretical framework of quantum entanglement within a non-asymmetric computing paradigm, proposing a novel approach that leverages entanglement to achieve enhanced computational capabilities. We delve into the intricacies of establishing a "entanglement operator," investigating its impact on specific mathematical operations, and formulating new algorithms designed to exploit the unique properties of entangled states. This research investigates the possibility of surpassing the limitations of classical computation through the utilization of quantum entanglement, aiming to identify potential breakthroughs and contribute to a deeper understanding of the relationship between quantum mechanics and computation. The paper presents a preliminary analysis of the proposed mechanism and highlights the significance of this research in advancing theoretical foundations of non-asymmetric computation.
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Abstract In spite of the fact that photons do not interact with an external magnetic field unless nonlinearity of QED is taken into account, the latter field may indirectly affect photons in the presence of a charged environment. This opens up an interesting possibility to continuously control the entanglement of photon beams without using any crystalline devices. We study this possibility in the framework of an adequate QED model. In an approximation it was discovered that such entanglement has a resonant nature, namely, a peak behavior at certain magnetic field strengths, depending on characteristics of photon beams direction of the magnetic field and parameters of the charged medium. Numerical calculations illustrating the above-mentioned resonant behavior of the entanglement measure and some concluding remarks are presented.
Magnetic monopoles lie at the crossroads of gauge fields, topology, geometric phases, and charge quantization, yet they remain elusive as fundamental particles. Here we show that an emergent Dirac-monopole framework arises naturally from the dynamics of massive quantum vortices in a spherical superfluid shell. Their dynamics is formally equivalent to that of interacting charged particles constrained to a sphere in the field of a magnetic monopole. The monopole charge is fixed by the superfluid density and automatically satisfies Dirac's quantization condition. The emergent monopole description predicts cyclotron-like vortex motion, in quantitative agreement with Gross--Pitaevskii simulations. We further show that topological frustration induced by two like-charged polar vortices gives rise to the formation of an equatorial vortex necklace, a configuration reminiscent of the polygonal cyclone clusters observed around Jupiter's poles, before its subsequent breakup through a Kelvin--Helmholtz-like instability. Within this framework, the equatorial vortex necklace emerges as the quantized realization of the effective electrostatic line charge that restores global charge neutrality on the sphere. Our results establish spherical superfluids as a versatile platform for realizing and exploring fundamental aspects of Dirac-monopole physics.
This work proposes a novel framework in which quantum mechanical behavior emerges from interactions with a pervasive background of tachyonic magnetic monopole neutrinos. Motivated by recent experimental reports suggesting the existence of a magnetic monopole charge associated with neutrons, and invoking an extended principle of charge conservation that includes magnetic charge, we hypothesize that neutrinos carry an equivalent monopole charge and form a statistically isotropic cosmic background. Within this setting, we demonstrate that stochastic interactions between ordinary matter and this monopole-neutrino background naturally give rise to quantum dynamics. In particular, the cumulative effect of background-induced phase fluctuations leads, under appropriate coarse-graining, to the emergence of the Schrödinger and Dirac equations as effective dynamical laws rather than fundamental postulates. In this picture, Planck’s constant is interpreted as an emergent parameter determined by monopole charge, background density, and correlation structure. These results suggest that quantum mechanics may arise from deeper microscopic physics associated with a magnetically charged, tachyonic neutrino medium, providing a physically grounded alternative to the conventional axiomatic formulation.