Titlebook: Computational Methods for Solids and Fluids; Multiscale Analysis, Adnan Ibrahimbegovic Book 2016 Springer International Publishing Switzerl

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Comparison of Numerical Approaches to Bayesian Updating,e are two approaches being adopted in this research: one that uses the classical formula for measures and probability densities and one that leaves the underlying measure unchanged and updates the relevant random variable. The former is numerically tackled by a Markov chain Monte Carlo procedure bas

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A Path-Following Method Based on Plastic Dissipation Control,at describe cohesive stresses (or forces and moments) in the discontinuity curve (or point) by rigid-plasticity with softening. Numerical examples are presented in order to illustrate performance of the discussed path-following method.

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Multiscale Modeling of Imperfect Interfaces and Applications,nd, alternatively, that Goidescu et al. theory leads to stiff interface models. A fully nonlinear variant of the model is also proposed, derived from the St. Venant-Kirchhoff constitutive equations. Some applications to elementary masonry structures are presented.

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Fat Latin Hypercube Sampling and Efficient Sparse Polynomial Chaos Expansion for Uncertainty Propage numerical experiments. In order to build an acceptable Polynomial Chaos Expansion with such sparse data, we implement a hybrid LARS+Q-norm approach. We showcase the proposed approach with UQ of springback effect for deep drawing process of metal sheet, considering up to 8 random variables.