An approach through orthogonal projections to the study of inhomogeneous or random media with linear response
Familles de branches de bifurcations dans les équations de Ginzburg-Landau
Geometric structure of magnetic walls
After a short introduction on micromagnetism, we will focus on a scalar micromagnetic model. The problem, which is hyperbolic, can be viewed as a problem of Hamilton-Jacobi, and, similarly to conservation laws, it admits a kinetic formulation. We will use both points of view, together with tools from geometric measure theory, to prove the rectifiability of the singular set of micromagnetic configurations.
Integrability of tensor structures of electromagnetic type.
Introduction à une formulation stochastique d'une réaction magnétocatalytique
Neuron circuits with transverse connections
Neuron model with electronic treshold circuit
Note on L-A Pair for the Kowalevskaya Gyrostat in a Magnetic Field
On the positioning problem of a microscopic particle trapped in optical tweezers.
Schallfronten an ebenen Kurven. III. (Sonic wave fronts at plane curves. III).
Solutions of initial value problems for a pair of linear first order ordinary differential systems with interface-spatial conditions.
The dynamics of a levitated cylindrical permanent magnet above a superconductor.
When a permanent magnet is released above a superconductor, it is levitated. This is due to the Meissner-effect, i.e. the repulsion of external magnetic fields within the superconductor. In experiments, an interesting behavior of the levitated magnet can be observed: it might start to oscillate with increasing amplitude and some magnets even reach a continuous rotation. In this paper we develop a mathematical model for this effect and identify by analytical methods as well with finite element simulations...
The Fermi surface for the discretized Maxwell equations
The transistor model of neuron and neuron net
Случайные "зернистые" изображения. I