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(Mu)3ST

Multidisciplinary Multiscale Multiphysics Simulation Team

University of Ioannina

Department of Materials Science and Engineering (DMSE)

Study of porous, composite, polymeric and magnetic materials in basic and applied research. Mathematical modeling of wave scattering and wave propagation in materials and materials with microstructure, assisted by numerical implementations with special functions, finite elements among others for applications in biomaterials but also in the general context of composite materials. Modeling and simulation of gradient elasticity problems with applications in biomedical technology. Modeling of composites, electronic materials and integrated devices for power generation. Molecular modeling using Molecular Dynamics and Monte Carlo simulations of porous materials. Coarse grained Molecular and Brownian dynamics simulations for polymeric materials and for the self- assembly of polymers. Numerical simulation of micromagnetic problems with finite elements and finite differences for nanomagnetic materials with applications in information storage, magnetic sensors and medicine. In the framework of basic research, we develop problem solving methodologies-procedures for classical boundary value problems. Study of stochastic differential equations for applications related to inverse problems. Current scientific interests and research projects :

Numerical Modeling of magnetic materials and magnetic skyrmions

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Modeling microporous materials: From molecular simulations(MD, MC) to Artificial Neural Networks

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Multiscale modeling of fiber reinforced composite materials

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Stochastic methods for the solution of direct and inverse exterior elliptic problems

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Thermal Image Processing : Classification-Identification of defects on Photovoltaic Panels

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Non-Destructive Testing of Composite Materials using Image Processing and IR-Thermography

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Finite Elements and Neural Networks Modeling of Thermoelectic Devices

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Modeling percolation phenomena

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Study of Thermoelectic properties using Density Functional Theory

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Analytical and numerical modeling of acoustic scattering

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Biomaterials Modeling

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