By Peter Wriggers, Udo Nackenhorst

ISBN-10: 3540317600

ISBN-13: 9783540317609

ISBN-10: 3540317619

ISBN-13: 9783540317616

This conscientiously edited booklet deals a state of the art review on formula, mathematical research and numerical resolution approaches of touch difficulties. The contributions amassed during this quantity summarize the lectures awarded by means of top scientists within the sector of touch mechanics, throughout the 4th touch Mechanics foreign Symposium (CMIS) held in Hannover, Germany, 2005.

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Bastian, K. Birken, K. Johannsen, S. Lang, N. Neuss, H. Rentz Reichert, and C. Wieners. UG - a flexible software toolbox for solving partial differential equations. Comput. Vis. , 1:27-40, 1997. 2. F. Ben Belgacem. Numerical simulation of some variational inequalities arisen from unilateral contact problems by the finite element methods. SIAM J. Numer. , 37(4):1198-1216, 2000. 3. K. Chavan, B. Lamichhane, and B. Wohlmuth. Locking-free finite element methods based on the Hu-Washizu formulation for linear and geometrically nonlinear elasticity.

B. Khenous, Y. Renard & J. Pommier, Hybrid discretization of the Signorini problem with Coulomb friction. Theoretical aspects and comparison of some numerical solvers, to appear. 3. U. Kim, A boundary thin obstacle problem for a wave equation, Com. part. diff. , 1989, 14 (8&9), 1011-1026. 4. G. Lebeau & M. Schatzman, A wave problem in a half-space with a unilateral constraint at the boundary, J. diff. , 1984, 55, 309-361. 5. A. Laursen & V. Chawla, Design of energy conserving algorithms for frictionless dynamic contact problems, Int.

1 Geometry and kinematics of contact In the literature various contact descriptions adapted for an effective finite element implementation are available, which can be characterized by the following: from 2D to 3D formulations, from non-frictional to frictional contact. One of the first contributions on finite element solutions of 2D frictional contact problems based on an elasto-plastic analogy has been made by Wriggers et. al. [1]. General overviews over contact conditions and contact algorithms which are nowadays used in practice, are covered by the books of Wriggers [2] and Laursen [3].

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Analysis and Simulation of Contact Problems (Lecture Notes in Applied and Computational Mechanics) by Peter Wriggers, Udo Nackenhorst


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