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This research demonstrates how spherical superfluid systems can simulate Dirac magnetic monopoles and their quantization conditions, providing a tangible platform for exploring fundamental quantum physics previously limited to theory. By mapping vortex dynamics onto complex potentials, the study establishes a formal equivalence between massive vortices on a sphere and interacting charged particles in a magnetic field. While Jupiter's cyclones serve as an intriguing visual analogy for these topological configurations, the core contribution lies in advancing our understanding of emergent monopole frameworks through controllable quantum fluids.
Jupiter’s Vortices Quantize Magnetic Monopole Charge
Dynamics of quantum vortices in a spherical superfluid shell reveal an emergent Dirac-monopole framework, with charge fixed by density—similar to polygonal cyclone clusters around Jupiter’s poles.
The dynamics of massive quantum vortices within a spherical superfluid shell are yielding an unexpected result: an emergent framework mirroring the behavior of Dirac magnetic monopoles. Researchers Andrea Richaud of the Departament de Física, Universitat Politècnica de Catalunya, and Marianna Sorba of CNR-INO demonstrate that the monopole charge within this system is automatically fixed by the superfluid density and satisfies Dirac’s quantization condition. Their work reveals a formal equivalence between the vortex dynamics and interacting charged particles confined to a sphere within a magnetic field, confirmed by Gross-Pitaevskii simulations. They built upon a stereographic projection to map the problem into…
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