From left to right: Friedemann Schautz, Yigui Wang, Stephane Pleutin, Gongyi Hong, Martin Albrecht, Ayjamal Abdurahman, Heinz-Jürgen Flad, Yixuan Wang, Michael Dolg, Simon Kalvoda, Peter Reinhardt
Contributions of the QC group to the MPI-PKS yearbook 1996-1997: General report for the QC group (German version) Quantum Monte Carlo subgroup Solid State subgroup Pseudopotential subgroup Lanthanides and Actinides subgroup
Research Activities
The research activities of the quantum chemistry group are in the field
of electron correlation effects and relativistic effects for finite systems,
i.e., atoms, molecules and clusters, as well as for infinite systems, i.e.,
polymers and solids. We are involved both in method development and in applications.
One of the major areas of interest of the group is to extend and apply the
accurate ab initio methods of quantum chemistry to problems of solid state physics.
The main cooperations are with the groups of Profs. P. Fulde (MPI-PKS Dresden)
and H. Stoll (Universität Stuttgart). Another research topic are quantum
chemical investigations of systems with lanthanides and actinides.
A brief overview of some projects is given in the following.
Application of the incremental method of H. Stoll (Stuttgart) to evaluate
electron correlation contributions to properties
of ionic solids like MgO, CaO and NiO (Doll, Dolg) or GdN
(Kalvoda, Dolg, Flad).
Related studies of covalent systems, e.g., semiconductors, have been carried
out by B. Paulus in the group of Prof. Fulde. Recent work in the quantum chemistry
group extended the incremental scheme to polymers (Yu, Kalvoda, Dolg). Future
research will also address the calculation of excited states at a correlated level
(Pleutin).
Development of efficient pseudopotential Quantum Monte Carlo
techniques and programs (GAMBLE) for atoms, molecules and clusters as well as solids (Flad, Schautz).
Recent work on atoms included the investigation of spin-orbit splittings of
electronic states of heavy elements such as lead Pb. Molecular studies also
treated weakly interacting systems, e.g., Van der Waals dimers and small clusters of
group 12 elements.
The program development for polymers and solids is designed as an alternative
to the standard quantum chemistry approaches for electron correlations
as applied in the incremental method.
Rationalization and interpretation of electron correlation
effects in first and second row molecules (Yu).
Development and calibration of energy-consistent relativistic
pseudopotentials (Dolg, Küchle).
Correlated relativistic all-electron calculations
for heavy atoms (Shukla).
Relativistic all-electron density functional calculations
for heavy and superheavy atoms and molecules (Liu).
Spin-Orbit Coupling in pseudopotential
Quantum Monte Carlo calculations of atoms and small molecules (Flad).
Evaluation and interpretation of relativistic effects in chemistry, e.g. contributions to the lanthanide and actinide contraction (Küchle, Dolg).
Investigations of the properties of lanthanide and actinide
compounds, e.g. unusual correlation-induced electronic ground states like in
cerocene (Küchle, Liu, Hong, Dolg).
Calibration studies of ab initio pseudopotential and all-electron density
functional schemes for lanthanide and actinide atoms and molecules
(Liu, Dolg, Kalvoda).
Theoretical investigation of small group 12 metal clusters using
ab initio pseudopotentials and a coupled-cluster or quantum Monte Carlo
correlation treatment. Investigation of the
changes in bonding with increasing cluster size (Flad, Wang, Dolg, Schautz).
Ground state properties of polymers from correlated ab initio
calculations (Pleutin, Kalvoda, Abdurahman, Shukla, Dolg).
Interaction between transition metal atoms with open d-shells
in solids (Mödl).
Development of a quantum chemical program package (WANNIER) for
infinite systems, i.e., polymers and solids, using an ab initio embedding
scheme and relying on the incremental method for the evaluation
of electron correlation effects (Shukla, Schautz).
Analysis of chemical bonding in small metal clusters by means of
the electron localization function ELF and its visualization (Wang, Flad, Schautz).
Analysis of large-scale multi-configuration
self-consistent field wavefunctions
by expectation values of local operators
(local charge and spin, charge and spin fluctuations)
(Mödl).
Michael Dolg