By J. Haslinger (auth.), M. Raous, M. Jean, J. J. Moreau (eds.)
This complaints quantity includes sixty six papers offered on the moment "Contact Mechanics overseas Symposium" held in Carry-Le-Rouet. France. from September nineteenth to twenty third. 1994, attended by means of one hundred ten contributors from 17 nations. This symposium was once the continuation of the 1st CMIS held in 1992 in Lausanne. of the Symposium Euromech 273 "Unilateral touch and Dry Friction" held in 1990 in los angeles Grande Motte. France. and of the sequence of "Meetings on Unilateral difficulties in Structural research" equipped in Italy. another 12 months. throughout the eighties. the first objective of the symposium was once to deliver experts of touch mechanics jointly to be able to draw a consultant photo of the state-of-the-art and to spot new developments and new good points within the box. In view of the contributions made. one may perhaps assert that the mechanics of touch and friction has now reached a level the place the principles are transparent either from the mathematical and from the computational standpoints. many of the problems met could be pointed out by means of asserting that frictional touch is ruled through resistance legislation which are non tender and whose move rule isn't linked to the yield criterion in the course of the conventional normality property.
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Additional resources for Contact Mechanics
Nowell, D. , 1993, "Mechanics of Elastic Contacts", Butterworth Heinemann, Oxford. Ostojic, P. , 1987, A review of indentation theory:its development, principles and limitations, Int. J. , 33:297. , 8ackfield, A. , 1994, Contact mechanics of wedge and cone indenters, Int. J. Mech. , in press. 24 DYNAMICAL CONTACT PROBLEMS FOR VISCOELASTIC BODIES Jii'i JA IlUSEK Institutt' of Inform. , Czech. Acacl. Sci. »rague, Czech Republik INTRODUCTION Tht' aim of this contribution is to prt'sent a surway about author's recent results in tht' It is well known that it is vt'ry hard to solvf> dynamical mntart problem (cr.
1971. Incremental elastoplastic analysis in the presence of large displacements and physical instabilizing effects, Int. inl Solids and Structures, 7:345. , 1985, "Inequality Problems in Mechanics and Applications. Convex and Nonconvex Energy Functions," Birkhauser Verlag, Boston,Basel, Stuttgart, (Russian translation: MIR Publ. Moscow 1989). , 1987, "Maximum and Minimum Principles," Crunbridge University Press, Cambridge. ,1970, "Eingrenzungsverfahren in der Elastomechanik," Westdeutscher Verlag, Koln.
We consider the linear elastic body of Fig. 2 and we assume that on the interface a fractal type friction law holds. 45). 4 respectively. 3, where every fractal law is approximated by five iterations. 2 for all the cases. In figures 4a,b,c the differences of the frictional forces along the interface between two consecutive approximations for the three different fractal type frictions laws are given. 4. 00 t=O.! oo Figure 2. The analysed structure. 00 Relative tcn~~tiol disploco~~Ont uT Figure 3.
Contact Mechanics by J. Haslinger (auth.), M. Raous, M. Jean, J. J. Moreau (eds.)