Division of Computational Methods in Molecular Physics
Main fields of activity and cooperation:
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Symmetry and spectroscopic properties.
This research involves the development of sophisticated
computational tools to exploit the use of symmetry principles in
describing a wide range of properties of physical systems.
Applications are being made to diverse topics including the
spectroscopic properties of lanthanides and actinides, quantum dots,
hyperfine structure. Considerable attention is also directed at a range
of combinatorial problems related to properties of Lie groups and symmetric
functions. There is active collaboration with University of Western Illinois
(Prof. M. Yang), University of Southampton (Prof. R. C. King), Universität
Bayreuth (Dr. T. Scharf) and Université de Marne-la-Vallée (Dr. J-Y Thibon).
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Operators in model spaces and statistical theory of spectra.
These studies are aimed at understanding the structure and
properties of many-fermion and many-boson finite-dimensional model
spaces. The results are applied to matrix element evaluation,
deriving expressions for moments of spectral density distributions,
studying statistical properties of spectra, determining envelopes
of molecular vibronic bands and developing the
theory of reduced hamiltonians. Cooperation involves
Departament de Ciències Experimentals, Universitat
Jaume I, Castelló (Josep Planelles), Consejo
Superior de Investigaciones Cientificas (CSIC), Madrid (Carmela
Valdemoro), Divisió de Química, Universitat de Girona,
(Ramón Carbó), Universidad de la Republica, Montevideo
(Oscar Ventura), Institute of Physics, Poznan Polytechnic
(Malgorzata Bancewicz).
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Relativistic and correlation effects in many-electron systems
The work is aimed at both developing new methods and studying
properties of specific systems. The systems studied include small
diatomic molecules, Rydberg molecules, and excited states of weakly
bound systems. The implementations range from very accurate
calculations (as relativity-correlation cross term effects) to
semiempirical ones (relativistic formulation of the quantum defect
orbital method). Cooperation involves Max-Planck-Institut für
Astrophysik, Garching bei München (Geerd H. F. Diercksen),
Institute of Chemistry, University of Katowice (Maria Barysz),
Institute of Physics, Szczecin University (Jacek Styszynski),
Departamento de Química Física, Universidad de Valladolid
(Inmaculada Martin), Laboratoire de Physique Quantique, Université
Paul Sabatier, Toulouse (Philippe Durand).
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Electronic structure of thin films and surfaces.
Methods of describing the electronic structure of 2D electron
gas and impurity atoms in semiconductor quantum wells and on
surfaces are being developed.
The resonant states and transport properties through
the multibarrier structures, including applied electric field, are
also investigated.
This subject is being developed in cooperation with Instituto
de Ciencias Materiales, CSIC, Madrid (F. García-Moliner,
V. Velasco and L. Chico).
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Confined many-electron systems.
Methods of describing the electronic structure of atoms and
molecules inside zeolite-type cavities and channels are being
developed. Using model potentials, the systems investigated
include also 0D electron gas and impurity atoms confined in
quantum dots. The electron correlation in spatially confined
systems is also studied. Cooperation involves
Departament de Ciències Experimentals, Universitat
Jaume I, Castelló (J. Planelles) and Instituto de
Tecnologia Quimica CSIC, Valencia (C. Zicovich-Wilson and A. Corma).
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Radiation of atoms near dielectric and metallic media.
Quantum radiation of atoms near dielectric and metallic media
is studied. Both, planar and cavity-type interfaces are investigated.
A perturbative approach for the Heisenberg equation of motion is
being developed. The research goes on in collaboration with
Institudo de Fisica, Universidade Federal de Rio de Janeiro (L. Davidivich).
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Atomic autoionizing resonances.
Theoretical methods of
description of autoionizing resonances in atoms are being
developed. Spectra of light atoms and ions (especially the
negative ions) are searched for resonant states. An influence of
the magnetic field on properties of resonances is also studied.
The research goes on in cooperation with the Theoretical and
Physical Chemistry Institute of the National Hellenic Research
Foundation in Athens (Cleanthes A. Nicolaides).
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Finite difference methods for diatomic molecules
Efficient algorithms for solving numerically Hartree-Fock and
Dirac-Fock equations for molecules are being developed. The study is aimed
at determining accurate universal Gaussian basis sets for molecular
calculations. The systems studied include heavy diatomic
molecules. Cooperation involves Supercomputer Computations
Research Institute, Florida State University, Tallahasses, U.S.A
(D. Moncrieff) and Rutherford Appleton Laboratory, Chilton, Oxon,
UK (S. Wilson).

Visitors (1995/96)
comments Wlodzimierz Jaskolski
Thu Nov 9 10:36:47 MET 1995