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Calculation of optical spectra of large molecules from TDDFT linear response, using a new algorithm
Postdoctoral position in theoretical physical chemistry / applied mathematics:

Contact : - (15 October 2007)
Host Universities: University of Bordeaux 1, University of Pau, France
Host laboratories: Centre de Physique Moléculaire Optique et Hertzienne (CPMOH-UMR5798 CNRS and UB1) and
Institut pluridisciplinaire de recherche sur l’environnement et les matériaux (IPREM-UMR5254 CNRS and UPPA)
Collaborators: D. Foerster (CPMOH), I. Baraille (IPREM, Pau)
Starting: January 2008
Duration: 1 year, renewable twice
Net salary ca. 2100 euros
Research project:
This postdoctoral position is to finalize deployment of a novel O(N3) TDDFT code for the calculation of molecular optical spectra using the linear response equations of Gross, Petersilka, Gossmann (1) rather than Casida’s equations (2) that are used and implemented in most available DFT codes. Part of our motivation is that these equations are more convenient for systems with boundary conditions, such as molecules adsorbed on surfaces.
Context: This position is part of an ANR-funded project in south-west France: NOSSI, ’Nouveaux outils pour la simulation des solides et interfaces’ (’New tools for the simulation of solids and interfaces’).
Previous experience of the candidate:
This postdoctoral position may also interest applied mathematicians, because it concerns the implementation of a new calculational algorithm.
Scientific environment:
Contacts:
D. Foerster, d.foerster@cpmoh.u-bordeaux1.fr, Tel: +33 (0) 54000 2507
I. Baraille, isabelle.baraille@univ-pau.fr, Tel : +33 (0) 55940 7845
References:
1 M. Petersilka, U. J. Gossmann, and E. K. Gross, Phys. Rev. Lett. 76, 1212 (1996).
2 M.E. Casida, in Recent Advances in Density Functional Methods, Part I, edited by D.P. Chong (Singapore, World Scientific, 1995), p. 155;
3 X. Blase and P. Ordejon Phys. Rev. B 69 (2004) 085111.
4 D. Foerster, to be published in Journal of Chemical Physics.
5 J. Talman, J. Comp. Phys. 29, (1978) 35; Comput. Phys. Comm. 30 (1983), 93.
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