In this note, we present a Γ-convergence type result for ferromagnetic films. We propose a model of films for which we could ensure the strong convergence of minimizers when the exchange parameter vanishes. In this model, the plate thickness is kept constant and the magnetization stays constant in the thickness of the film.

We consider the Gamma limit of the Abelian Chern-SimonsHiggs energy

numerical study of double-diffusive natural convective heat transfer in a curved cavity filledwith a porous medium has been carried out in the current study. polar system has beenselected as coordinate system. as a result, all equations have been discredited in r and θdirections. brinkmann extended darcy model has been utilized to express fluid flow inporous matrix in the enclosure. smaller and...

A theoretical and computational study of MHD natural convection in an isotropic non-Darcian porous medium saturated with electrically conducting helium gas enclosure the presence heat generation is presented. Brinkman extended Darcy-Forchheimer model employed working fluid assumed to be incompressible. The non-dimensionalised converted into pressure-velocity form. Harlow-Welch marker cell (MAC)...

We study the asymptotic behaviour in terms of Γ-convergence of the following one dimensional energy

Natural convection is intensively explored, especially in a valley-shaped trapezoidal enclosure, because of its broad presence both technical settings and nature. This study deals with cavity, which initially filled linearly stratified air. Although the sidewalls remain adiabatic, bottom wall heated, top cooled. For fluid (air), temperature adjacent to walls same as that walls. cavity simulated...