%0 Journal Article
%T Boundary perturbation for the Dirichlet boundary value problem
%A Fratrovi£¿
%A Tomislav
%A Maru£¿i£¿-Paloka
%A Eduard
%J -
%D 2016
%X Sa£¿etak We study the effects of small boundary perturbations on the solutions of the boundary value problems posed in such domains. We start from the domain ¦¸ and then perturb its boundary by the product of a small parameter and some smooth function. The zeroth order approximation is simply the same boundary value problem posed in domain ¦¸, but the first order corrector is also found, containing some interesting effects
%K Boundary perturbation
%K asymptotic expansion
%K fluid flow
%K Poisson equation
%K Poiseuille flow
%U https://hrcak.srce.hr/index.php?show=clanak&id_clanak_jezik=244662