Analysis and Simulation of Contact Problems

I. Numerical methods

1. Mortar-based surface-to-surface contact algorithms in large deformation solid mechanics
T.A. Laursen

2. From inexact active set strategies to nonlinear multigrid methods
R. Krause

3. On a geometrical approach in contact mechanics
A. Konyukhov, K. Schweizerhof

4. On the discretization of contact problems in elastodynamics
H.B. Khenous, P. Laborde, Y. Renard

5. Mortar methods for contact problems
S. Hüeber, B.I. Wohlmuth

6. Contact mechanics for analysis of fracturing and fragmenting solids in the combined finite-discrete element method
A. Munjiza

7. Numerical analysis of a dynamic viscoelastic contact problem with damage
M. Campo, J.R. Fernández, W. Han, M. Sofonea

8. An energy-conserving algorithm for nonlinear elastodynamic contact problems – Extension to a frictional dissipation phenomenon
M. Barboteu

9. DDM-based sensitivity analysis and optimization for smooth contact formulations
J. Lengiewicz, S. Stupkiewicz, J. Korelc, T. Rodic

10. On the modeling of contact/impact problems between rubber materials
Z.-Q. Feng, Q.-C. He, B. Magnain, J.-M. Cros

11. The quadrilateral parametric contact element based on the moving friction cone formulation
L. Krstulovic-Opara1, P. Wriggers

12. 3D beam-to-beam contact within coupled electromechanical fields: a finite element model
D.P. Boso, P. Litewka, B.A. Schrefler1, P. Wriggers

13. A study of symbolic description, numerical efficiency and accuracy of 2D and 3D contact formulations
J. Korelc, J. Lengiewicz, S. Stupkiewicz

II. Mathematical analysis

14. Existence theorems for noncoercive incremental contact problems with Coulomb friction
L.-E. Andersson, A. Rietz

15. Local uniqueness results for the discrete friction problem
P. Hild, Y. Renard

16. Analysis of a class of dynamic unilateral contact problems with friction for viscoelastic bodies
M. Cocou, G. Scarella

17. Sthenic incompatibilities in rigid bodies motion
M. Frémond, P. Isabella-Valenzi

18. Study of two quasistatic viscoplastic contact problems with adhesion
M. Sofonea, W. Han

19. A uniqueness criterion for the Signorini problem with Coulomb friction
Y. Renard

20. Finite element/boundary element coupling for two-body elastoplastic contact problems with friction
A. Chernov, S. Geyn, M. Maischak, E.P. Stephan

III. Contact models, results and applications

21. On the numerical simulation of non-smooth, resonant vibrations of delaminated structures
I. Müller, P. Vielsack, K. Schweizerhof

22. Mesoscopic particles – a new approach for contact and friction dynamics
G.-P. Ostermeyer

23. On wedged configurations with Coulomb friction
J.R. Barber, P. Hild

24. A genetic algorithm approach for wedged configurations with Coulomb friction
R. Hassani, I.R. Ionescu, E. Oudet

25. Friction and contact between rough surfaces based on elastic-plastic sphere and rigid flat interaction
Y. Kligerman, I. Etsion, V. Brizmer, Y. Kadin

26. TEDI (ThermoElasto-Dynamic Instability): a new mechanism for squeal & TEI
L. Afferrant, M. Ciavarella

27. Contact behaviour of a sliding rubber element
W. Sextro, P. Moldenhauer, M. Wangenheim, M. Lindner, M. Kröger

28. Sliding friction and contact mechanics of elastomers on rough surfaces
A. Le Gal, X. Yang, M. Klüppel

29. Unsteady rolling contact of rubber wheels
F. Gutzeit, W. Sextro, M. Kröger

30. A physicist view to tire traction
J.-M. Vacherand

31. Friction coefficient prognosis for the Grosch-wheel
N. Bouzid, B. Heimann, H. Blume

32. Numerical modelling of reinforced geomaterials by wires using the non smooth contact dynamics
R. Laniel, O. Mouraille, S. Pagano, F. Dubois, P. Alart

33. A unified interface constitutive law for the study of fracture and contact problems in heterogeneous materials
M. Paggi, A. Carpinteri, G. Zavarise

34. Elasto-plastic contact of fractal surfaces
K. Willner

35. A 3D study of the contact interface behavior using elastic-plastic constitutive equations
A.A. Bandeira, P.M. Pimenta, P. Wriggers

36. Micromechanical analysis of deformation and temperature inhomogeneities within rough contact layers
S. Stupkiewicz, P. Sadowski

37. Micro-slip of rough surfaces under cyclic tangential loading
M. Borri-Brunetto, A. Carpinteri, S. Invernizzi, M. Paggi

IV. Stability

38. Stability of discrete systems involving shocks and friction
P. Ballard, A. Léger, E. Pratt

39. On the stability of quasi-static paths of a linearly elastic system with friction
J.A.C. Martins, M.D.P. Monteiro Marques, N.V. Rebrova

40. The T.G.V. disk brake squeal
X. Lorang, Q.S. Nguyen, F. Margiocchi, P.E. Gautier

V. Poster session

41. Sliding path curvature dependent friction and wear
A. Zmitrowicz

42. Composition duality methods in contact mechanics
G. Alduncin

43. Modeling of behaviour of the flat friction liningunder the external
A.S. Khachikyan, K.A. Karapetyan, R.A. Shirinyan, V.V. Hakobyan

44. The non smooth contact dynamic method: recent LMGC90 software developments and application
F. Dubois, M. Jean

45. Frictional contact of elastomer materials on rough rigid surfaces
J. Nettingsmeier, P. Wriggers

46. Micromechanics of internal friction stress softening and hysteresis of reinforced rubbers
J.F. Meier, M. Dämgen, M. Klüppel

47. Selected contact problems in human joints after arthroplasty
A. John, M. Mazdziarz, J. Rojek, J.J. Telega, P. Maldyk

48. Optimal impulsive control of dynamical system in an impact phase
A.A. Galyaev, B.M. Miller, E.Y. Rubinovich

49. Tribometric analysis of two tribo-materials with different contact geometries–critical reflection and simulation of the results
F. Grün, I. Gódor, B. Araujo, W. Eichlseder

50. Solvability and limit analysis of masonry bridges
G.E. Stavroulakis, G. Drosopoulos, M.E. Stavroulaki, Ch. Massalas, A. Liolios

51. On the treatment of inelastic material behavior in an ALE-description of rolling contact
M. Ziefle, U. Nackenhorst

52. A formulation to define the contact surface inthe 2D mortar finite element method
M. Tur, F.J. Fuenmayor, P. Wriggers

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Keywords: TECHNOLOGY & ENGINEERING / General TEC000000