PROJECTS

 

Wannier-type orbital based Hartree-Fock (-Wigner) electronic structure theory and wavefunction-based correlation treatment for periodic systems

 


PRINCIPAL INVESTIGATOR

Prof. Dr. Michael Dolg
Universität zu Köln
Theoretische Chemie

Greinstraße 4
50939 Köln

0221/470-6893
0221/470-6896
m.dolg@uni-koeln.de


TOGETHER WITH

Dr. Michael Hanrath
Universität zu Köln
Theoretische Chemie

Greinstraße 4
50939 Köln

0221/470-6889
0221/470-6896
michael.hanrath@Uni-koeln.de


PROJECT RESEARCH ASSISTANT

Dipl.-Chem. Rebecca Fondermann
Universität zu Köln
Theoretische Chemie

Greinstraße 4
50939 Köln

0221/470-6885
0221/470-6896
r.fondermann@uni-koeln.de


ABSTRACT

Hartree-Fock-Wigner theory (HFWT) as an alternative to density functional theory (DFT) and wavefunction theory (WFT) will be further explored. Emphasis will be set on the parametrization and/or development of more accurate correlation kernels equally suitable for all kinds of bonding in finite systems (covalent, ionic, van der Waals). Efficient integral pre-screening methods will be searched for. Possible extensions to the multi-reference case will be examined. The incremental scheme for the evaluation of correlation energies of periodic systems will be extended to cases not well described by a single set of closed-shell orbitals. This extension will be achieved by means of a recently developed multi-reference exponential ansatz (MREA) for the wavefunction, which reduces to the coupled cluster ansatz in single-reference cases. Both HFWT and MREA will be interfaced to a recently coded automatized scheme for the evaluation of correlation energy increments and applied to a number of finite and periodic test systems.