Fyzikální ústav Akademie věd ČR

Quantum Monte-Carlo modeling of electronic correlation: Gound- and excited electronic states

Seminar Tuesday, 15/11/2011 15:00 - 16:00

Speakers: Ivan Štich (Institute of Physics, Slovak Academy of Sciences, Bratislava)
Place: Institute of informatics and automation, Pod vodárenskou věží 1143/4, ground floor, room no. 25
Presented in English
Organisers: Department of Condensed Matter Theory

Abstract: Ultra-accurate Quantum Monte-Carlo (QMC) methods for fermions ideally combine accuracy of the best quantum chemistry methods with favorable asymptotic scaling with system size typical for mean-field methods. In the first part an elementary introduction into the main challenges of the QMC methods (nodal hypersurfaces, consistent optimization of electronic and atomic structure, QMC dynamics, etc.) will be given. In the second part application of the QMC method to systems currently studied, pi-bonded azobenzene (AB) and organometallic vanadiumbenzene (VBz) molecules, will be discussed. These systems not only represent completely different limits of chemical bonding but they also find radically different practical applications. AB is a photoswitchable molecule with applications in opto-electronic nano-devices and sensors, while organometallic systems with transition metal atoms are spintronic materials. In AB we have described the ground-state (S0) and a few excited singlet (S1, S2), and triplet (T1, T2,.) states with ultra high accuracy of 0.1 eV. Such accuracy not only yields excellent agreement with experiments but is sufficient to disentangle the strongly overlapping singlet and triplet states in the experimental EEL (electron energy loss) spectra. Despite application of VBz as spin valves, experimental and theoretical knowledge of electronic structure (spin multiplicity, dissociation, ionization energies, etc.) is limited. QMC simulations indicate electronic structure distinctly different from that predicted by density functional theory. At the same time the QMC results reveal also possible experimental biases.

* Work done in collaboration with M. Dubecký, R. Derian (Institute of Physics SAS) and L. Mitas (North Carolina State University)

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