M/F Post Doctoral position : Computational acceleration for chromatographic process simulation


9 Mar 2024
Job Information
Organisation/Company
CNRS
Department
Institut Elie Cartan de Lorraine
Research Field
Mathematics
History » History of science
Researcher Profile
First Stage Researcher (R1)
Country
France
Application Deadline
29 Mar 2024 – 23:59 (UTC)
Type of Contract
Temporary
Job Status
Full-time
Hours Per Week
35
Offer Starting Date
1 Apr 2024
Is the job funded through the EU Research Framework Programme?
Not funded by an EU programme
Is the Job related to staff position within a Research Infrastructure?
No

Offer Description

The mission will focus on the following aspects:
Overview of different chromatographic process models and their discretizations
Definition of test cases for performance analysis
Identification of bottlenecks for accelerating the current code: initialization, stop test, discretization, parallelization
Implementation of automatic code differentiation for sensitivity analysis.
The work will be carried out at IECL in close collaboration with the company Ypso Facto.

Bibliographical study of chromatographic processes (models, discretization…)
Analysis of current code (modeling, discretization, implementation) and identification of alternative solutions.
Sensitivity analysis

The post-doctorate will be carried out as part of a collaboration between the Institut Élie Cartan de Lorraine (IECL), and more specifically its Partial Differential Equations team, and the company Ypso Facto. Ypso Facto offers chromatographic process simulation solutions, drawing on complementary expertise in (bio)chemistry, process engineering and software development. IECL’s Partial Differential Equations team has extensive expertise in the numerical simulation of physical and/or chemical phenomena.
The simulation of chromatographic processes poses numerous difficulties. Their discretization leads to the resolution of a large number of coupled, potentially steep, algebraic-differential equations. The differential equations are of the advection-diffusion type and model the temporal evolution of the concentrations of the various chemical components, while the algebraic equations describe electro-neutrality.
The project aims to improve the performance and robustness of the simulation code developed by Ypso Facto, along different dimensions: modeling, discretization and implementation

Requirements

Research Field
Mathematics
Education Level
PhD or equivalent

Research Field
History
Education Level
PhD or equivalent

Languages
FRENCH
Level
Basic

Research Field
Mathematics
Years of Research Experience
None

Research Field
History » History of science
Years of Research Experience
None

Additional Information
Eligibility criteria

Academic background: PhD in applied mathematics
Knowledge and skills :
Modeling
Scientific computing, numerical approximation of PDEs
Programming and parallel computing
General skills: organization, communication, teamwork

Website for additional job details
https://emploi.cnrs.fr/Offres/CDD/UMR7502-LAUQUI-003/Default.aspx

Work Location(s)

Number of offers available
1
Company/Institute
Institut Elie Cartan de Lorraine
Country
France
City
VANDOEUVRE LES NANCY
Geofield

Where to apply

Website
https://emploi.cnrs.fr/Candidat/Offre/UMR7502-LAUQUI-003/Candidater.aspx

Contact

City
VANDOEUVRE LES NANCY
Website
http://www.iecl.univ-lorraine.fr

STATUS: EXPIRED

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