Dominik Schillinger will be awarded the John Argyris Award for the development of a new method that can facilitate simulations in mechanical or civil engineering. It is the most prestigious award for young scientists in computational mechanics. Schillinger was a scholar of the Munich Centre of Advanced Computing and the International Graduate School of Science and Engineering (IGSSE) at the Technische Universität München (TUM).
Computer simulations have become an indispensable part of the modern design process. Standard finite element technology, however, requires designers to carry out a time-consuming and often error-prone mesh generation step that transfers the computer-aided design (CAD) model into the simulation model. Dominik Schillinger has created a novel simulation concept that enables direct integration of the CAD geometry into the finite element analysis, completely circumventing any mesh generation. The applicability of this technology in engineering practice was successfully tested with CAD models, for example, of a ship propeller and an automobile wheel. The omission of mesh generation could reduce the overall analysis time with respect to standard finite elements by more than 80%. The new simulation technology is expected to strongly influence the current design process in mechanical, automotive, aerospace and civil engineering over the next decade.
Dominik Schillinger will be honored this week at the World Congress on Computational Mechanics in São Paulo for his paper "An Isogeometric Design-through-analysis Methodology based on Adaptive Hierarchical Refinement of NURBS, Immersed Boundary Methods, and T-spline CAD Surfaces" in the journal "Computer Methods in Applied Mechanics and Engineering." He was a scholar of the Munich Centre of Advanced Computing (MAC) until May. MAC bundles together research activities related to computational science and engineering at TUM and other institutions in Munich. Doctoral candidates at MAC are members of TUM’s International Graduate School of Science and Engineering (IGSSE). Schillinger worked on his method during his research stay at the Institute for Computational Engineering and Sciences (ICES) in Austin (USA), financed by "MAC@IGSSE," in collaboration with the TUM institute for Computation in Engineering.