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For more see the link Prof. Dominik Schillinger
Department of Civil, Environmental and Geo- Engineering
University of Minnesota, Minneapolis, Minnesota, USA
Autobiographical Summary:
My research interests are in computational mechanics, focusing on the modeling and finite element analysis of multiphysics and multiscale mechanical systems. In particular, I strive to develop novel geometry-through-analysis tools that enable the seamless transfer of complex geometric models from computer-aided design and biomedical imaging into simulation results. Specific applications driving my work include the computational design of aerodynamic structures (for example, turbine blades) and the integration of computer simulations in clinical practice, with the goal of enabling new patient-specific treatments (for example, for bone osteoporosis).
My work has been distinguished with a number of high-level research awards, in particular the IACM John Argyris Award, the GAMM Richard-von-Mises Prize, the ICE Zienkiewicz Medal, the NSF CAREER Award, and the EMI Leonardo da Vinci Award.
Education:
Ph.D., 2012, Computational Mechanics, Technische Universität München, Germany
M.S., 2008, Computational Mechanics, Universität Stuttgart, Germany
M.S., 2006, Structural Engineering, University of Connecticut
B.Eng., 2005, Civil Engineering, Universität Stuttgart, Germany
Selected Publications:
D. Schillinger, Stochastic FEM Based Stability Analysis of I-Sections With Random Imperfections., Diploma Thesis, (Universitat Stuttgart, 2008). http://www.ibb.uni-stuttgart.de/publikationen/fulltext/2008/schillinger-2008.pdf
D. Schillinger, V. Papadopoulos, M. Bischoff, M. Papadrakakis: Buckling Analysis of Imperfect I-Section Beam-Columns with Stochastic Shell Finite Elements, Computational Mechanics 46(3):495-510, 2010.
D. Schillinger and V. Papadopoulos, Accurate estimation of evolutionary power spectra for strongly narrow-band random fields, Computer Methods in Applied Mechanics and Engineering 199 (2010) 947–960.
D. Schillinger, E. Rank: An unfitted hp-adaptive finite element method based on hierarchical B-splines for interface problems of complex geometry. Computer Methods in Applied Mechanics and Engineering 200 (47-48):3358-3380, 2011.
D. Schillinger, L. Dede', M.A. Scott, J.A. Evans, M.J. Borden, E. Rank, T.J.R. Hughes: An Isogeometric Design-through-analysis Methodology based on Adaptive Hierarchical Refinement of NURBS, Immersed Boundary Methods, and T-spline CAD Surfaces. Computer Methods in Applied Mechanics and Engineering 249-250 :116-150, 2012.
D. Schillinger, M. Ruess, N. Zander, Y. Bazilevs, A. Düster, E. Rank, Small and large deformation analysis with the p- and B-spline versions of the Finite Cell Method, Computational Mechanics 50(4):445-478, 2012.
D. Schillinger, A. Düster, E. Rank: The hp-d adaptive Finite Cell Method for geometrically nonlinear problems of solid mechanics. International Journal for Numerical Methods in Engineering , 89 (9):1171-1202, 2012.
D. Schillinger, D. Stefanov, A. Stavrev: The method of separation for evolutionary spectral density estimation of multi-variate and multi-dimensional nonstationary stochastic processes, Probabilistic Engineering Mechanics 33:58-78, 2013.
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