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Dynamic analysis of structures with adhesive and contact effects

Objectif



Methods appropriate for the dynamic analysis and interaction of structures with adhesive and contact effects along interfaces will be developed. A time domain formulation with the direct Boundary Element Method (BEM) and an incremental stepwise holonomic technique will be used for the nonlinear dynamic problem.
Within each step a holonomic nonlinear elastic analysis problem which leads to a hemivariational inequality arises. For monotone possibly multivalued interface laws it is a variational inequality. For nonmonotone, possibly multivalued adhesive interface laws a monotone decomposition technique will be applied. Difference of monotone laws or equivalently of convex potentials lead to a system of variational inequalities or multilevel optimisation techniques which fully utilise the convex analysis results. In a more general setting quasidifferentiable optimisation techniques will be applied. The arising highly nonlinear dynamic interaction effect will be modelled in this way by means of methods based on up to date nonsmooth analysis and optimisation, and computational mechanics methods.
The development of the theory, the algorithmic implementation and the demonstration of the features of the model by means of extensive numerical experiments lie within the objectives of the proposed work.

Champ scientifique (EuroSciVoc)

Programme(s)

Thème(s)

Appel à propositions

Données non disponibles

Régime de financement

RGI - Research grants (individual fellowships)

Coordinateur

Technische Universität Braunschweig
Contribution de l’UE
Aucune donnée
Adresse
11,Spielmannstraße 11
38106 Braunschweig
Allemagne
Coût total
Aucune donnée

Participants (1)