We summarize recent achievements in applying Nitsche's method to some contact and
friction problems. We recall the setting of Nitsche's method in the case of unilateral contact …

We consider frictional contact problems in small strain elasticity discretized with finite
elements and Nitsche method. Both bilateral and unilateral contact problems are taken into …

We present a convergence analysis of the penalty method applied to unilateral contact
problems in two and three space dimensions. We first consider, under various regularity …

In this paper, a novel analytical-FE method which overcomes the drawbacks of the analytical
method (AM) and finite element method (FEM) is proposed to evaluate time-varying meshing …

In this paper, we provide results on existence, uniqueness and convergence for a class of
variational‐hemivariational inequalities of elliptic type involving a constraint set and a …

The aim of this work is to propose a new numerical method for solving the mechanical
frictional contact problem in the general case of multi-bodies in a three dimensional space …

A self-adaptive algorithm, based on the projection and boundary integral methods, is
designed and analyzed for frictionless contact problems in linear elasticity. Using the …

By the time-stepping method proposed in this paper, the basic equations for linear
anisotropic viscoelasticity with small strains and quasi-static condition can be separated into …

In this article we discuss the application of boundary element methods for the solution of
Dirichlet boundary control problems subject to the Poisson equation with box constraints on …

This paper presents a general convergence theory of penalty based numerical methods for
elliptic constrained inequality problems, including variational inequalities, hemivariational …