Titlebook: Recent Advances in Contact Mechanics; Papers Collected at Georgios E. Stavroulakis Book 2013 Springer-Verlag Berlin Heidelberg 2013 Civil

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A Residual Type Error Estimate for the Static Coulomb Friction Problem with Unilateral Contact,This paper is concerned with residual error estimators for finite element approximations of Coulomb frictional contact problems. A recent uniqueness result by Renard in [66] for the continuous problem allows us to perform the a posteriori error analysis.

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On a Geometrically Exact Theory for Contact Interactions,trical situations of contacting bodies leading to contact pairs: surface-to-surface, line-to-surface, point-to-surface, line-to-line, point-to-line, point-to-point. The computational contact algorithm will be considered in accordance with the geometry of contact bodies in a covariant form. This combination forms ..

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T-FETI Based Algorithm for 3D Contact Problems with Orthotropic Friction,sive approximations is combined with the augmented Lagrangian algorithm. As the problem is discretized by the T-FETI domain decomposition method, the algorithm is scalable, i.e., the number of iterations needed to achieve a prescribed accuracy can be independent of the mesh norms. The scalability is experimentally demonstrated on a model example.

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Book 2013chanics have been investigated intensively during the last decades, especially in Europe. The study of complementarity problems, variational -, quasivariational- and hemivariational inequalities arising in contact mechanics and beyond is a hot topic for interdisciplinary research and cooperation. Th

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Book 2013ommercial computational mechanics codes, demonstrate that this interaction is not restricted to the academic environment. The contributions of this book have been selected from the participants of the CMIS 2009 international conference which took place in Crete and continued a successful series of specialized contact mechanics conferences..

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Numerical Analysis of a Bone Remodelling Contact Problem,d, from which the linear convergence of the algorithm is derived under suitable regularity conditions. Finally, a one-dimensional numerical example is described to show the numerical convergence of the algorithm, and two two-dimensional problems are presented to demonstrate the behaviour of the solution.