2020 - Present Co-chair of the « Health Science » subtrack of the BioMechanics (BioMECH) track of the BME PARIS master’s program
2022 - Present Coordinator of the American graduate student program at ENSAM
2024 - Present Coordinator of the "Modelling" subtrack (M2 BME, EngSci track)
2024 – Present Coordinator of the macro-project for the PGE-1A apprenticeship program (Paris campus) (S1 GIM: pediatric prosthetic foot design)
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2022 - Present Course coordinator for Non-linear Elasticity for biological tissues (M2 BME, EngSci track)
2022 - Present Course coordinator for Non-Linear Finite Element Modelling (M2 BME, EngSci track)
2022 - Present Course coordinator for Linear Finite Element Modelling (M2 BME, HealthSci track)
2021 - 2023 Course coordinator for Continuum Mechanics (M1 BME)
2020 - 2024 Course coordinator for Basics in constitutive Modelling (M2 BME, EngSci track)
2020 - 2024 Course coordinator for Linear Finite Element Modelling (M2 BME, EngSci track)
2016 - 2021 Course coordinator for Research Methodology (M2 BME, EngSci track)
[M1] Introduction to Solid Mechanics
This module introduces students to solid mechanics – continuous description of a solid, definition of strain and stress tensors, equilibrium, constitutive relation, principle of minimum potential energy and complimentary potential energy, principle of virtual work, beam model and relation with the 3D model.
[M2] Linear Finite Element Modelling
The objective is to summarize modern and effective finite element procedures for the linear analyses of static problems with applications in biomechanics. The material that will be discussed includes the basic finite element formulations, the effective implementation of these formulations in computer programs, and recommendations on the actual use of the methods in engineering practice. We will be using the commercial software package ABAQUS. At every session, the objective is to have 2h of theoretical considerations and 2h of practical work with ABAQUS/MATLAB. The prerequisite of the lecture is linear elasticity (I will start from static equilibrium : div(σ)+f=0).
Useful Ressource: Finite Element Procedures for Solids and Structures » linear Analysis
[M2] Non-linear Finite Element Modelling
This lecture builds on the first course linear FEM and takes one step further. It will discuss the main sources of nonlinearities (geometrical, material and boundary conditions) in the framework of the finite element method. Strain- and stress measures for large displacements/deformations. Mathematical models for elastic and hyperelastic materials. Geometrical stiffness and linearized buckling. Formulation of the nonlinear finite element method. Implicit/explicit time integration. Incremental-iterative solution methods for nonlinear static and dynamic problems. Modelling of nonlinear boundary conditions. Impact- and contact problems.
Useful Ressource: Finite Element Procedures for Solids and Structures » Nonlinear Analysis
[M2] Basics in Constitutive modelling of biological tissues
Knowledge of the mechanical behavior of biological tissues is required to understand the clinical issues. This module aims to teach students how to model and characterize the mechanical behavior of biological tissues using classical models. The lectures will discuss the composition and structure of biological tissues to explain and justify the mechanical properties. Experimental methods and issues specific to biological tissues will be taught taking into account the ethical principles to conduct research on animals, human bodies and human-beings. Finally, methods for identification of parameters for mechanical and multi-physical models will be introduced.
[M2] Non-Linear Constitutive Modelling of biological tissues
The objective is to present the nonlinear theory of continuum mechanics required for the modeling of the elastic properties of soft biological tissues, with particular reference to the fiber structure of such tissues. The theory will be applied to the calibration of anisotropic hyperelastic material model parameters of aortic Valve leaflets with experimental data obtained from ex vivo biaxial tests (practical session). The theory will also be applied to the calibration of the isotropic hyperelastic material model parameters of buttock soft tissue with experimental data obtained from in vivo compression tests (homework). Recent developments aiming at the characterization of the microstructure of Intervertebral Disc tissue and skin tissue will also be explored.
[M2] Non-Elastic Constitutive Modelling of biological tissues
This course focuses on the study and understanding of the non-elastic behaviors exhibited by materials under various loading conditions. Students will explore key concepts related to plasticity, viscoelasticity, damage mechanics, rupture and other non-linear behaviors, with an emphasis on applications in biomechanics. Through this course, students will learn to identify and model different types of material responses that deviate from classic elastic theory, as well as how to choose appropriate behaviors based on the needs of specific biomechanical applications, such as tissue modeling or implant design. The course comprises 12 hours of lectures to introduce theoretical fundamentals, 8 hours of guided exercises to apply these concepts to real-world scenarios, and 4 hours of practical lab work where students will conduct experiments and analyze data on non-elastic material behaviors. By the end of this course, students will be able to select and apply suitable material models to address challenges in biomechanics
[M2] Statistics, Research Methodology & Literature Review
The main objective is to introduce research methodology so that students can communicate science efficiently both orally and written (publications, masters’ these defense, master's thesis manuscript, conference, etc). The module consists of two main sections. The first section introduces the purpose, processes and methodologies of research projects. It aims at increasing their knowledge of academic standard practices (using bibliography tools, writing a research introduction and presenting scientific work orally). The second section focuses on basic statistical tools for quantitative research and more specifically on statistical hypothesis testing, with practicals using R programming language.
2019 Bioengineering Expertise at ENSAM: From Conceptual Design to 3D Printing of Innovative Polycentric Prosthetic Knee Joint
2025 Project coordinator for Bioengineering Expertise at ENSAM: From Conceptual Design to 3D Printing of Innovative Aortic substitute
Biomechanics of soft tissues (Mines Saint-Etienne, Franc, 2008-2019)
Cellular and tissular mechanobiology (Technische Universität Wien, Austria, 2020-2021)
Mechanics of biological tissues (Technische Universität Graz, Austria, 2021-2022)
Mechanics of proteins and cells (Technische Universität Graz, Austria, 2021-2022)
Mechanics of cells, Tissues and Biological systems (Technische Universität Wien, Austria, 2021-2022)
Summer School on Biomechanics (2021, Graz, Austria) : Tutorial. Matlab codes.
CNRS School “Mecabio” (Les Houches, France) : Presentation. Exercises. Solution (Matlab routines).
”Pure mathematicians sometimes are satisfied with showing that the non-existence of a solution implies a logical contradiction, while engineers might consider a numerical result as the only reasonable goal. Such one sided views seem to reflect human limitations rather than objective values. In itself mathematics is an indivisible organism uniting theoretical contemplation and active application.”
Richard Courant (1888-1972)