Development of Frozen-Density Embedding theory methods with correlated wavefunctions

  • Zech, Alexander
Publication date
January 2020
Publisher
Université de Genève

Abstract

Due to the unfavorable scaling of quantum chemical methods one usually has to compromise between accuracy and computational effort with growing system size. Finding approximations that overcome this constraint sparked the interest of researchers which eventually led to the development of so-called multiscale methods. This thesis pertains to a multiscale method called Frozen-Density Embedding theory (FDET), in which the system is described by means of two independent quantum mechanical descriptors, the wavefunction of the embedded species and the charge density of the environment. This work examined the effect of the non-linearity of FDET equations. The second topic of this thesis was the development and implementation of FDET-based methods ...

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