Dr. Denis Andrienko

Denis Andrienko is a group leader at the Max Planck Institute for Polymer Research working on the theory and simulations of charge and exciton transport in organic semiconductors. He obtained his first PhD from the Institute of Physics, Kiev, Ukraine (Prof. Y. Reznikov, Prof. V. Reshetnyak) on structural and optical properties of liquid crystals, and the second PhD on computer simulations of complex fluids from the University of Bristol, UK (group of Prof. M. P. Allen). He then joined MPI-P as a Humboldt Fellow doing theoretical studies of the slippage effect, mechanical properties of polyelectrolyte microcapsules, and many-body interactions in soft systems.

Research Interests

Theory and Simulations of Organic Semiconductors
Organic semiconductors (OSCs) are conjugated molecular compounds constituted of carbon and hydrogen atoms and heteroatoms such as nitrogen, sulfur, and oxygen. Conjugation facilitates intermolecular charge and exciton transfer and leads to their optical gaps in the visible spectral region. 
Solar cells (SCs) and light emitting diodes (LEDs) are the most prominent applications of OSCs. They can convert light to electricity by dissociating excited states into charges; they can also convert charges into light by recombining excited states formed after charge injection. The prime challenges in the field of OSCs are low efficiencies of conversion processes and short device lifetimes.
We are interested in a theoretical understanding and consequent optimization of interconversion and decay processes. A typical example is the identification of the limits of design concepts, e.g., phosphor-sensitized fluorescence (PSF), which helps to improve efficiencies and lifetimes of blue LEDs.  To model PSF, we develop a multiscale approach: starting from atomistic morphologies, we parameterize the rates of all processes on the available experimental data or/and using the Fermi’s Golden rule, and then solve the respective master equation with the help of the kinetic Monte Carlo algorithm.
Other examples, where our theory and simulations motivate or guide experimental studies, are related to the design rules for donor-acceptor combinations for solar cells, in a collaboration with the KAUST Solar Center; Engineering of ionization energies and electron affinities of organic mixtures, in a collaboration with IAPP Dresden; Probing the mechanism of spin de-coherence in polymeric OSCs, in a collaboration with Universities of Cambridge and Mainz; Intrinsic defects, charge injection, and transport in OSCs, in a collaboration with Paul Blom and Gert-Jan Wetzelaer, MPI-P.

Systematic Coarse-graining
Coarse-graining is a systematic reduction of the number of degrees of freedom used to describe a system of interest. Coarse-graining can be thought of as a projection of interaction potentials on the coarse-grained degrees of freedom and is therefore dependent on the number and type of basis functions used to represent the coarse-grained force field. We work on many-body extensions of the coarse-grained force fields, which allow to control the structural and thermodynamic accuracy of the coarse-grained models.

Machine Learning
Current machine learning (ML) models aimed at learning force fields are plagued by their high computational cost at every integration time step. We focus on practical and computationally-efficient strategies to parametrize traditional and coarse-grained force fields for molecular liquids from ML: the particle decomposition ansatz to two- and three-body force fields, incorporation of physical symmetries into ML models, projection of ML models on the fixed basis functions. Many-body representations, decomposition, and kernel regression schemes are all implemented in the developed in the group open-source software package VOTCA, https://gitlab.mpcdf.mpg.de/votca

Publications

1.
Heimel, P.; Mondal, A.; May, F.; Kowalsky, W.; Lennartz, C.; Andrienko, D.; Lovrincic, R.: Unicolored phosphor-sensitized fluorescence for efficient and stable blue OLEDs. Nature Communications 9, 4990 (2018)
2.
Alamoudi, M. A.; Khan, J. I.; Firdaus, Y.; Wang, K.; Andrienko, D.; Beaujuge, P. M.; Laquai, F.: Impact of Nonfullerene Acceptor Core Structure on the Photophysics and Efficiency of Polymer Solar Cells. ACS Energy Letters 3 (4), pp. 802 - 811 (2018)
3.
Schwarze, M.; Schellhammer, K. S.; Ortstein, K.; Benduhn, J.; Gaul, C.; Hinderhofer, A.; Toro, L. P.; Scholz, R.; Kublitski, J.; Roland, S. et al.; Lau, M.; Poelking, C.; Andrienko, D.; Cuniberti, G.; Schreiber, F.; Neher, D.; Vandewal, K.; Ortmann, F.; Leo, K.: Impact of molecular quadrupole moments on the energy levels at organic heterojunctions. Nature Communications 10, 2466 (2019)
4.
Schott, S.; Chopra, U.; Lemaur, V.; Melnyk, A.; Olivier, Y.; Di Pietro, R.; Romanov, I.; Carey, R. L.; Jiao, X.; Jellett, C. et al.; Little, M.; Marks, A.; McNeill, C. R.; McCulloch, I.; McNellis, E. R.; Andrienko, D.; Beljonne, D.; Sinova, J.; Sirringhaus, H.: Polaron spin dynamics in high-mobility polymeric semiconductors. Nature Physics 15, pp. 814 - 822 (2019)
5.
Kotadiya, N. B.; Lu, H.; Mondal, A.; Ie, Y.; Andrienko, D.; Blom, P. W. M.; Wetzelaer, G.-J. A. H.: Universal strategy for Ohmic hole injection into organic semiconductors with high ionization energies. Nature Materials 17 (4), pp. 329 - 334 (2018)
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