The derivation of the boundary conditions is the most challenging part of the asymptotic
techniques underlying low-dimensional models for thin elastic structures. At the moment …

We study the asymptotic behaviour of solutions of a boundary value problem for the Laplace
equation in a perforated domain in R n, n≥ 3, with a (nonlinear) Robin boundary condition …

Imperfect transmission conditions modelling a thin reactive intermediate layer be-tween two
bonded materials in a dissimilar strip are derived in this paper. The interphase material is …

New imperfect transmission conditions for a thin nonlinear heat-resistant reactive interphase
situated between two different materials are evaluated. The transmission conditions are …

We examine the transition region between two solids which state differs from the state of
contacting media. Small thickness of the intermediate region allows us to reduce a three …

Imperfect transmission conditions modelling a thin reactive intermediate layer be-tween two
bonded materials in a dissimilar strip are derived in this paper in most general case …

In this paper, we consider the heat transfer problem in a cylindrical composite material with
an adhesive interphase of closed curvilinear shape. The interphase exhibits nonlinear …

A thin heat-conducting adhesive layer is considered in a two-dimensional approach. The
material of the adhesive layer exhibits an arbitrary non-homogeneous thermal conductivity …

This work deals with a class of Boundary Value Problems describing jointthermo-diffussive
fields in an infinite combined domain, which consists oftwo subdomains, matched by a thin …

This work deals with a nonlinear mass transfer problem in an infinite combined domain,
consisting of half-space matched to a bounded part via a thin intermediate layer. The latter …