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Former group member
My research focuses on the fundamental understanding of structure-property relationships in materials for energy and health applications using a combined computational and experimental approach. Central to my research interests are ultralight structural materials for transportation applications; magnetic nanoparticles and low-dimensional structures for ultrahigh density recording and biomedical applications; the structure of disordered and glassy materials. My approach is a combined modeling and experimental effort that includes quantum-mechanical calculations at the level of the density-functional theory for bulk and nanoscale systems; ab initio high-throughput investigations of materials via materials informatics and optimal inversion; modeling on disordered and amorphous systems; surface diffraction experiments at synchrotron radiation sources.
1) Directing the Self-Growth of 2D Alloys
Two-dimensional alloys on substrates behave in dramatically different way than
their bulk counterparts. My aim is to tailor not just the ordering trends, as it
has been shown for a number of systems before, but to actually create patterns
(stripes, compositional dots, etc.) using the symmetry of and the elastic strain
induced by the substrate.
2) Air-stable nanoparticle arrays for ultrahigh density recording and medical
applications
Magnetic nanoparticles are the center of nanomaterials research with a variety of possible applications from ultrahigh density recording to magnetic sensing to biomedical applications. We have extended the diblock copolymer micelle nanolithography concept to synthesize monodisperse multicomponent core-shell NPs arranged in a triangular lattice. Special emphasis is set on Co_core@Fe_shell and corrosion resistant (FeCo)_core@Au_shell NPs. For more information click here.
3) Optimal Inversion and Materials Informatics
My research group and I have developed a range of computational and theoretical tools enabling a multiscale modeling of the configurational thermodynamics in bulk and nanoscale alloys. Our approach to cluster expansions and noise filtering is a sine qua non to the modeling and understanding ordering reactions in confined geometries. For more information click here. . |
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