Titlebook: Virtual Design and Validation; Peter Wriggers,Olivier Allix,Christian Weißenfels Book 2020 Springer Nature Switzerland AG 2020 Uncertainty

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Multi-fidelity Metamodels Nourished by Reduced Order Modelsl time is a strong issue because using high-fidelity direct resolution solvers is not always suitable. Metamodels are commonly considered to explore design options without computing every possible combination of parameters, but if the behavior is nonlinear, a large amount of data is required to buil

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Isogeometric Multiscale Modeling with Galerkin and Collocation Methodselasticity problem with finite deformations discretized with both IGA Galerkin and collocation methods in a nested multiscale problem and then explore the accuracy and computational performance of the proposed frameworks both in microscale and multiscale problems.

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Experimental and Numerical Investigations on the Combined Forming Behaviour of DX51 and Fibre Reinfospect, a new hybrid construction approach is the combination of steel and fibre-reinforced thermoplastics (FRT) in a sandwich design. The use of FRT provides a high lightweight potential due to the combination of low density and high tensile strength. Using thermoplastics instead of thermoset matric

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The Representation of Fiber Misalignment Distributions in Numerical Modeling of Compressive Failure numerical modeling for failure surface analyses under in-plane loading conditions in compressive domain. If stochastically characterized spectral density of fiber misalignment by performing averaging over measured data as an ensemble is available, the approach allows designers to enhance the efficie

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A Multiscale Projection Method for the Analysis of Fiber Microbuckling in Fiber Reinforced CompositeBased on this global/local multiscale scheme, in the parts of the 0 degree layers of the laminate, where the fiber microbuckling is expected to happen, a fine scale mesh, with the geometrical details and material property of the fiber and matrix, is projected and a concurrent multiscale solution is

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Treatment of Brittle Fracture in Solids with the Virtual Element Methodments are made to which a new discretization scheme belongs: the virtual element method (VEM). Despite being only few years under development the application range of VEM in engineering includes formulations for linear and nonlinear material responses. In this contribution the focus is on fracture m

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