2 citations · 4 across the 5 of their papers we have counts for
5 papers
Emergence of geometric order from topological constraints in a three-dimensional Coulomb phase
Benjamin Canals
The emergence of order and geometric limit shapes in a three-dimensional (3D) Coulomb phase subject to domain wall boundary conditions (DWBC) is investigated. While the arctic circ…
Ampère phase in frustrated magnets
N. Rougemaille, J. Coraux, B. Canals
We report a new class of algebraic spin liquids, in which the macroscopically degenerate ground state manifold is not Coulombic, like in spin ices, but Ampère-like. The local const…
Square ice Coulomb phase as a percolated vertex lattice
Johann Coraux, Nicodème Rougier, Benjamin Canals +1
The square ice is a canonical example of a Coulomb phase in two dimensions: Its ground state is extensively degenerate and satisfies a local constraint on the spin arrangement (the…
Effective interaction quenching in artificial kagomé spin chains
L. Salmon, V. Schánilec, J. Coraux +2
Achieving thermal equilibrium in two-dimensional lattices of interacting nanomagnets has been a key issue on the route to study exotic phases in artificial frustrated magnets. We r…
Magnetic charge injection in spin ice: a new way to fragmentation
E. Lefrançois, V. Cathelin, E. Lhotel +10
The complexity embedded in condensed matter fertilizes the discovery of new states of matter, enriched by ingredients like frustration. Illustrating examples in magnetic systems ar…