exact exchange density functional theory
polarisable potentials for molecules
coarse-grained potentials for polymers
van der Waals clusters
I have been investigating the use of the Wilson-Levy correlation functional as a perturbative correction to Hartree-Fock
total energies. This method has so far been proven to work very well with dimers such as the guanine dimer, as is found in DNA base-pair
stacking interactions.
Relaxation and reactivity of metal clusters
We have been
using the Finnis-Sinclair potential and DFT calculations to
investigate the potential energy surfaces of niobium clusters, in the
size regime from N=7 -> 13 and also N=19. We have used basin-hopping
to explore the potential energy surface, and have also focussed on
locating the transition-states corresponding to cluster relaxation. We
have used eigenvector following to calculate relaxation pathways for
these relaxation mechanisms.
Click here and follow the link to view preliminary results of this work.
Organic-inorganic interfaces
We will be developing
forcefields that can describe interactions between inorganic surfaces,
such as titania, silica or hydroxyapatite, and biological molecules, such as
amino acids, peptides and ultimately, proteins. Our forcefields will
be derived from electrostatics from ab initio calculations, and short
range repulsion and dispersion interactions from plane-wave DFT
calculations.
Exact exchange density functional theory
All exchange
functionals in mainstream density-functional theory (DFT) do not
describe exchange very well in the low-density/high-density-gradient
regime. Correct description of exchange under this set of conditions
is vital to describe weak interactions at intermediate separations for
weakly-bound systems (where there is small but non-negligible overlap
between fragments). Implementation of exact-exchange in Kohn-Sham DFT
is being currently pursued.