PhD in Computational Chemistry

Mohamed FARES

 

Academic experience

Training sessions

Languages

Scientific publications

1. Integrals over B functions basis set : I. Three  center molecular integrals, a numerical study.

A. Bouferguene, M. Fares and D. Rinaldi. J. Chem. Phys. 100, 8156(1994).      Abstract

2. Convergence accelerators in the computation of molecular integrals over Slater type basis functions in the two-range one center expansion method

    A. Bouferguene and M. Fares. Phys. Rev. E, 49, 3462(1994).      Abstract

3. Some convergence aspects of the one-center expansion methods

A. Bouferguene and M. Fares. Int. J. Quantum Chem. 51, 345(1994).      Abstract

4. Numerical study of the three-center one electron nuclear attraction integral over the ETF basis set.

M. Fares and A. Bouferguene. Poster in the first congress of International Society for Theoretical Chemical Physics held in Girona, Spain, June 1993.      Abstract

5. A method for evaluation of the three-center two-electron integrals over Slater type functions.

M. Fares, A. Bouferguene and D. Rinaldi. Poster in the first Europeen Congress of Computational Chemistryheld in Nancy, France, May 1994.     Abstract

6. STOP! : An SCF package for triatomic systems with Slater type orbitals.

A. Bouferguene, M. Fares and P.E. Hoggan. Poster in 8th International Congress of Quantum Chemistry, Prague, June 1994.    Abstract

Reaserch interests

The aim of my Ph.D. thesis was the test of hydrogen-like basis functions in quantum and computational chemistry. This work has required the computation of one- and two-electron integrals on many centers over the exponential basis functions such Slater type orbitals, B functions and the Sturmian functions for linear molecules. The hydrogen-like functions was writen as a series of exponential functions. The code was implemented in the Alchemy package from IBM -San Jose reseach center made by M. Yoshimine and D. McLean.

The computation of such integrals, efficiently and fastly, has required the use of fast numerical analysis methods and symbolic algebra packages (Axiom and Maple) which were a helpful tools to achieve this work. We compared energies and some basic properties of a few simple molecules obtained with exponential to that obtained with gaussian functions. The results were very encouraging to continue exploring the exponential type functions in order to generalize this scheme to non linear-molecules.

We have elaborated an independent SCF ab initio  package for general triatomic systems using Slater type orbitals.We have added a geometry optimization algorithms and an optimized standard basis set of Slater type functions.

During my post-doctoral position at the theoretical chemistry laboratory of Nancy, I have studied with Dr J. Angyan the polarisation effect of a solvent on simple molecules and ions. The method used was a combination of ab initio (Gaussian) method and molecular dynamic (Moldyn).

I am familiar with :

Computer science background

Other intersts

HVAC : Heating, Ventilation and Air Conditionning

Sports : Soccer, Basketball, Jogging

References

For further details email me at : [email protected]

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