Monopole holes in a partially ordered spin liquid
Ludovic D.C. Jaubert

TL;DR
This paper explores the coexistence of magnetic order and spin liquid behavior in a dipolar spin system, introducing the concept of monopole holes as topological defects analogous to electron holes.
Contribution
It introduces the concept of monopole holes in a partially ordered spin liquid, extending the understanding of topological defects in systems with coexisting order and fluctuations.
Findings
Monopole holes are effectively coupled via Coulomb interactions.
Long-range order acts like a filled valence band, while the Coulomb spin liquid resembles an empty conduction band.
Dipolar interactions lift degeneracy by increasing flippable plaquettes, akin to a quantum dimer model.
Abstract
If spin liquids have been famously defined by what they are not, i.e. ordered, the past years have seen the frontier between order and spin liquid starting to fade, with a growing number of materials whose low-temperature physics cannot be explained without co-existence of (partial) magnetic order and spin fluctuations. Here we study an example of such co-existence in the presence of magnetic dipolar interactions, related to spin ice, where the order is long range and the fluctuations support a Coulomb gauge field. Topological defects are effectively coupled via energetic and entropic Coulomb interactions, the latter one being stronger than for the spin-ice ground state. Depending on whether these defects break the divergence-free condition of the Coulomb gauge field or the long-range order, they are respectively categorized as monopoles - as in spin ice - or monopole holes, in analogy…
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