We model the dynamics of magnetization in an artificial analogue of spin ice specializing to the case of a honeycomb network of connected magnetic nanowires. The inherently dissipative dynamics is mediated by the emission and absorption of domain walls in the sites of the lattice, and their propagation in its links. These domain walls carry two natural units of magnetic charge, whereas sites of the lattice contain a unit magnetic charge. Magnetostatic Coulomb forces between these charges play a major role in the physics of the system, as does quenched disorder caused by imperfections of the lattice. We identify and describe different regimes of magnetization reversal in an applied magnetic field determined by the orientation of the applied ...
Geometric frustration is a phenomenon where a crystalline material cannot satisfy all of its competi...
Designing and constructing model systems that embody the statistical mechanics of frustration is now...
Spin ice is a magnetic system in which the geometry of competing interactions makes it impossible to...
While finding the elementary magnetic monopole seems not an easy task, recently, scientists have com...
Artificial spin ices are mesoscopic arrays of interacting single-domain ferromagnetic nanoislands or...
This thesis explores the mechanisms of the magnetic reversal of permalloy artificial spin ice array...
Artificial spin ice refers to an array of elongated ferromagnetic elements, providing a fascinating ...
Magnetization dynamics in an artificial square spin-ice lattice made of Ni80Fe20 with magnetic field...
Artificial spin ice is a class of arrays of interacting ferromagnetic nanoislands that are used to e...
Artificial spin ices are arrays of nano-scale magnetic islands correlated by the interactions of the...
Here, an artificial spin ice lattice is introduced that exhibits unique Ising and non-Ising behavior...
In recent years, the topic of magnetic frustration in systems and the effect that frustration can ha...
Magnetic monopoles have stimulated a great amount of theoretical and experimental interest since the...
Artificial Spin Ice (ASI), comprised of ferromagnetic nanobars in a honeycomb geometry, attracts muc...
Artificial spin ices are magnetic metamaterials consisting of nanomagnet arrays in a 2-D lattice. Ty...
Geometric frustration is a phenomenon where a crystalline material cannot satisfy all of its competi...
Designing and constructing model systems that embody the statistical mechanics of frustration is now...
Spin ice is a magnetic system in which the geometry of competing interactions makes it impossible to...
While finding the elementary magnetic monopole seems not an easy task, recently, scientists have com...
Artificial spin ices are mesoscopic arrays of interacting single-domain ferromagnetic nanoislands or...
This thesis explores the mechanisms of the magnetic reversal of permalloy artificial spin ice array...
Artificial spin ice refers to an array of elongated ferromagnetic elements, providing a fascinating ...
Magnetization dynamics in an artificial square spin-ice lattice made of Ni80Fe20 with magnetic field...
Artificial spin ice is a class of arrays of interacting ferromagnetic nanoislands that are used to e...
Artificial spin ices are arrays of nano-scale magnetic islands correlated by the interactions of the...
Here, an artificial spin ice lattice is introduced that exhibits unique Ising and non-Ising behavior...
In recent years, the topic of magnetic frustration in systems and the effect that frustration can ha...
Magnetic monopoles have stimulated a great amount of theoretical and experimental interest since the...
Artificial Spin Ice (ASI), comprised of ferromagnetic nanobars in a honeycomb geometry, attracts muc...
Artificial spin ices are magnetic metamaterials consisting of nanomagnet arrays in a 2-D lattice. Ty...
Geometric frustration is a phenomenon where a crystalline material cannot satisfy all of its competi...
Designing and constructing model systems that embody the statistical mechanics of frustration is now...
Spin ice is a magnetic system in which the geometry of competing interactions makes it impossible to...