Gordon Godfrey Theoretical Seminar 2006

Relativistic electronic structure theory: application to parity violation in molecules and clusters.

Dr. Harry Quiney
Centre for Coherent X-ray Science
School of Physics
The University of Melbourne

Date
12 pm, Tuesday, 28 March, 2006
School of Physics,
Room 5

Abstract:
A relativistic theory of electronic structure is required in studies of the properties of heavy elements, especially in the calculation of electronic properties that probe the charge-current density in the neighbourhood of heavy nuclei. Computational implementations of theories based on the zero-order solution of mean-field Dirac-Coulomb-Breit equations and the application of relativistic many-body corrections have been standard practice for a very long time in atomic physics. The extension of this approach to molecules, however, has been hampered by technical problems stemming from the representation of Dirac operators in a finite basis set, and a perception that the computational cost of evaluating the multi-centre interaction matrix elements over four-component Dirac spinors would be prohibitive. In this talk, we describe practical implementations of schemes based on Dirac-Coulomb-Breit and Dirac-Kohn-Sham models that have already been applied to the determination of molecular structures, the calculation of parity-violating effects in chiral polyatomic systems, and studies of PT-odd effects in polar diatomic species. The extension of this scheme to relativistic descriptions of the solid state will also be outlined in the context of its application to the calculation of parity violating and hyperfine interactions.

Further Information

Contact

[[ about us | high school physics | future students | current students | research | staff directory | news and events ]
[
Faculty of Science | Physics Main Page| UNSW Main Page ]
CRICOS Provider Code - 00098G Disclaimer
School of Physics - The University of New South Wales - Sydney Australia 2052
Site comments
physicsweb@phys.unsw.edu.au © School of Physics UNSW 2052