Titlebook: Computer Methods in Mechanics; Lectures of the CMM Mieczysław Kuczma,Krzysztof Wilmanski Book 2010 Springer-Verlag Berlin Heidelberg 2010

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Possibilities of the Particle Finite Element Method in Computational Mechanicsid mechanics accounting for fluid-structure interaction and coupled thermal effects. The PFEM uses an updated Lagrangian description to model the motion of nodes (particles) in both the fluid and the structure domains. Nodes are viewed as material points which can freely move and even separate from

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A Framework for the Two-Scale Homogenization of Electro-Mechanically Coupled Boundary Value Problems In this two-scale homogenization approach piezoelectric material behavior will be analysed. In this context, a mesoscopic material model will be presented and implemented into an FE.-homogenization approach. The resulting model is able to capture macroscopic boundary value problems taking into acco

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Die trigonometrische Winkelmessung,al with non–deterministic data. The EA is used in the first stage to perform the global optimization. The LOM supported by ANN is used in the second stage. The FEM computations are performed to solve the boundary–value problem. Numerical examples presenting the efficiency of the TSGS in different applications are attached.

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Granular Computing in Evolutionary Identificational with non–deterministic data. The EA is used in the first stage to perform the global optimization. The LOM supported by ANN is used in the second stage. The FEM computations are performed to solve the boundary–value problem. Numerical examples presenting the efficiency of the TSGS in different applications are attached.

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A Framework for the Two-Scale Homogenization of Electro-Mechanically Coupled Boundary Value Problemsunt attached heterogeneous representative volume elements at each macroscopic point. The model is also applicable for the calculation of effective electro-mechanical material parameters, which are efficiently computed by means of the proposed direct homogenization procedure.