top of page

ABOUT ME

In 2009, I graduated to PhD with Professor Peter Vogl at the Technische Universität München (Garching, Germany) in theoretical semiconductor physics. In 2010, I joined Purdue University as a postdoc and since 2011 as Research Assistant Professor. Since 2022, I have been Associate Professor in the Elmore Family School of Electrical and Computer Engineering at Purdue University. 
My work embraces developing and implementing new computational methods in the framework nanodevice and quantum transport modeling for established and exotic semiconductors, metals, insulators, and their interfaces in subatomic resolution. Our code implementations enter the Quantum Code Library at Purdue University. This is a massively parallel code library centered around atomistic quantum mechanics and quantum transport algorithms with applications in nanotechnology, chemistry, and material science. 
My team and I regularly develop new transistors, sensors, and nanodevices with high commercial value. Most of my and my team’s device concepts and simulation methods are patent protected and commercialized by various industrial licensees.

QCL_edited.jpg

EDUCATION

RESEARCH INTERESTS

Nonequilibrium Green's function method

Widening the application space of the most general quantum transport method

Realistic charge, heat and spin transport in nanodevices

Treating coherent and incoherent physics on equal footing

High performance computing

Implementing computational models on large scale supercomputers and heterogeneous architectures

Expanding concepts of quantum models 

Including but not limited to swarm robots, neuronal networks, nanobiology and nanochemistry

2003 - 2009

Technische Universität München, Germany

Ph.D. in Theoretical Semiconductor Physics 

Focus: Nonequilibrium Green’s function method, incoherent scattering, electron and spin transport

Thesis Title: Quantum transport in semiconductor nanostructures

1998 - 2003

Technische Universität München, Germany

Diploma in General Physics

Focus: Analytical derivation of quantum corrections to the spin Boltzmann equation

Dissertation title: Spintransport im Halbleiter
(Spintransport in Semiconductors)

This website does not reflect the views of Purdue University. 
© 2026 Tillmann Kubis

bottom of page