An initial boundary value problem for a two-dimensional parabolic equation in two
disconnected rectangles is investigated. A finite difference scheme approximating this …

A parabolic transmission problem in disjoint rectangular domains is investigated. The
existence and uniqueness of its weak solution is proved. A finite difference scheme …

In applications, especially in engineering, often are encountered composite or layered
structures, where the properties of individual layers can vary considerably from the …

In this paper, we analyze a FEM and two-grid FEM decoupling algorithms for elliptic
problems on disjoint domains. First, we study the rate of convergence of the FEM and, in …

An initial boundary value problem for a two-dimensional hyperbolic equation in two disjoint
rectangles is investigated. The existence and uniqueness and a priori estimates for weak …

In this paper, we investigate an elliptic transmission problem in disjoint domains. A priori
estimate for its weak solution in appropriate Sobolev-like space is proved. A finite difference …

For the dynamic analysis of thin plate bending problems, the Finite Element Methods (FEMs)
are the most commonly used numerical techniques in engineering. However, due to the …

In this paper we investigate an initial boundary value problem for a one-dimensional
hyperbolic equation in two disjoint intervals. A finite difference scheme approximating this …

We propose a two-grid finite element method for solving elliptic problems on disjoint
domains. With this method, the solution of the multi-component domain problem (simple …

U primenama, naro cito u in zenjerstvu, cesto se sre cu kompozitne ili slojevite strukture, pri
cemu se osobine pojedinih slojeva mogu zna cajno razlikovati od osobina okolnog …