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Portail > Offres > Offre UMR7325-VALSEV-056 - H/F CDD chercheur/chercheuse en simulation numérique appliquée à la croissance des nanotubes de carbone

M/F post-doctoral position in modeling and computer simulation of carbon nanotubes growth

This offer is available in the following languages:
Français - Anglais

Date Limite Candidature : mardi 14 décembre 2021

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General information

Reference : UMR7325-VALSEV-056
Workplace : MARSEILLE 09
Date of publication : Tuesday, November 23, 2021
Type of Contract : FTC Scientist
Contract Period : 24 months
Expected date of employment : 1 February 2022
Proportion of work : Full time
Remuneration : From 2743 to 3896 euros gross per month, depending on experience
Desired level of education : PhD
Experience required : Indifferent

Missions

In close interaction with the experimental groups of V. Jourdain (L2C –Montpellier – synthesis, Raman and optical characterization) and H. Okuno (MEM- CEA Grenoble – HRTEM), the selected candidate will develop atomistic computer simulations, based on a modeling at various level of theory of the energetics and dynamics of the interface between the catalyst and the growing SWNTs. This will range from lattice models to explore growth by Kinetic Monte Carlo simulations to tight binding Monte Carlo and DFT-based Molecular dynamics to evaluate interface energies and elementary growth mechanisms.

Activities

- Theory
- Computer simulation
- Development of computer codes
- Interaction with experimentalists
- Data analysis

Skills

The successful candidate, owning a PhD, will have a strong background in solid state, statistical physics and/or materials science, the ability to develop and use in-house codes (FORTRAN, Python ...) or available DFT codes. A previous experience with carbon materials and a taste for interacting with experimentalists will be appreciated.

Work Context

The successful candidate will work within the Theory and Computer Simulation Department at CINaM
(http://www.cinam.univ-mrs.fr/cinam/en/team/theorie-et-simulation-numerique/).

Constraints and risks

Work in theory and computer simulation

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