Asymptotic analysis, in a thin multidomain, of minimizing maps with values in
Asymptotic analysis of a nonlinear partial differential equation in a semicylinder
Asymptotic Analysis of a Schrödinger-Poisson System with Quantum Wells and Macroscopic Nonlinearities in Dimension 1
2000 Mathematics Subject Classification: 35Q02, 35Q05, 35Q10, 35B40.We consider the stationary one dimensional Schrödinger-Poisson system on a bounded interval with a background potential describing a quantum well. Using a partition function which forces the particles to remain in the quantum well, the limit h®0 in the nonlinear system leads to a uniquely solved nonlinear problem with concentrated particle density. It allows to conclude about the convergence of the solution.
Asymptotic analysis of an approximate model for time harmonic waves in media with thin slots
In this article, we derive a complete mathematical analysis of a coupled 1D-2D model for 2D wave propagation in media including thin slots. Our error estimates are illustrated by numerical results.
Asymptotic analysis of incompressible and viscous fluid flow through porous media. Brinkman's law via epi-convergence methods
Asymptotic analysis of magnetic induction with high frequency for solid conductors
Asymptotic analysis of singular solutions of the scalar and mean curvature equations.
Asymptotic analysis of the electrochemistry equations: correctors in the multi-dimensional case
Asymptotic analysis of the initial boundary value problem for the thermoelastic system in a perforated domain
We study the initial boundary value problem for the system of thermoelasticity in a sequence of perforated cylindrical domains , s = 1,2,... We prove that as s → ∞, the solution of the problem converges in appropriate topologies to the solution of a limit initial boundary value problem of the same type but containing some additional terms which are expressed in terms of quantities related to the geometry of . We give an explicit construction of that limit problem.
Asymptotic analysis of the -laplacian flow in an exterior domain
Asymptotic analysis of two elliptic equations with oscillating terms
Asymptotic analysis to a phase-field model with a nonsmooth memory kernel.
Asymptotic and analytic properties of resonance functions
Asymptotic and numerical description of the kink/antikink interaction.
Asymptotic and numerical modelling of flows in fractured porous media
This study concerns some asymptotic models used to compute the flow outside and inside fractures in a bidimensional porous medium. The flow is governed by the Darcy law both in the fractures and in the porous matrix with large discontinuities in the permeability tensor. These fractures are supposed to have a small thickness with respect to the macroscopic length scale, so that we can asymptotically reduce them to immersed polygonal fault interfaces and the model finally consists in a coupling between...
Asymptotic and numerical solutions for diffusion models for compounded risk reserveswith dividend payments.
Asymptotic approach to singular solutions for nonlinear elliptic equations involving critical Sobolev exponent
Asymptotic behavior and non-existence theorems for semilinear Dirichlet problems involving critical exponent on unbounded domains of the Heisenberg group
In questa nota dimostriamo stime asintotiche ottimali per le soluzioni deboli non negative del problema al contorno
Asymptotic behavior, as , of solutions of Navier-Stokes equations
Asymptotic behavior for a dissipative plate equation in with periodic coefficients.