Asymptotic analysis of an advection-diffusion equation involving interacting boundary and internal layers

Brada, Comportement asymptotique de solutions d’´ equations elliptiques semi-lin´ eaires dans un cylindre, Asymptotic Anal.. Quitner, Stationary solutions, blow-up and convergence

Indeed, we show local minimizers are precisely C 1+γ smooth along their corresponding free boundaries, where γ is half of the geometric blow-up rate of ω as it approaches the

In order to determine the influence of inertia terms on the force acting on a particle, the method of matched asymptotic expansions is generally used, and more specifically,

The existence of a small parameter in the wave equation (as a factor multiplying the time derivative) suggests the idea of applying a singular perturbation method to get the

The second investigation in three dimensional space-time is to study the Einstein-Maxwell theory including asymptotic symmetries, solution space and surface charges with

We prove that there exists a unique very singular solution of the equation, which has self-similar form and we show the convergence of general solutions with suitable initial

Field behavior near the edge of a microstrip antenna by the method of matched asymptotic expansions.. Abderrahmane Bendali, Abdelkader Makhlouf,

R´ esum´ e - Nous continuons l’´etude du probl`eme de Cauchy et aux limites pour l’´equation de Korteweg-de Vries initi´ee dans [9].. On obtient des effets r´egularisants