A chronological tour of the positions and projects I have
built and shipped.
LMPS — Dry‑textile composite forming simulation
2024 — 2026
LMPS / ENS Paris‑Saclay · Safran Aircraft Engines
Hyper‑elastic and elastoplastic material laws for explicit‑dynamics forming simulation of
Safran fan‑blade‑class textile parts. Abaqus + LS‑DYNA HPC
simulation, macro‑scale
parameter identification, CT‑image deformation analysis.
HPCAbaqusLS‑DYNAVUMATPythonFortran
YarnPath — Deep learning yarn‑centreline extraction
2022 — 2024
Mines ParisTech CMM (PSL) · Safran Aircraft Engines
Sole author of YarnPath, a regression‑CNN
pipeline (TensorFlow / Python) that reconstructs yarn
centrelines from µCT scans of 3D woven textile composites
used in LEAP‑1A / LEAP‑1B aircraft engine root
blades (A320neo, 737 MAX).
PythonTensorFlowAI / Deep learningµCT
Published in Composites Part A 186 (2024) 108396.
UGent — U‑Net µCT segmentation for composites
2018 — 2021
Ghent University · UGCT · Siemens PLM
TensorFlow‑based U‑Net µCT
segmentation, image‑based meshing and FE modelling of
carbon‑fibre 3D textile composites and short‑fibre‑reinforced
polymers in collaboration with Siemens Industry Software.
Synthetic image generation for training‑data augmentation, eliminating the
manual‑annotation bottleneck.
PythonTensorFlowAI / Deep learningµCTHPCvox2tet
Pprime / ISAE‑ENSMA — Image‑based meshing and multi‑physics FEM
2015 — 2018
Institut Pprime
Custom image‑to‑mesh
pipeline — Python version of vox2tet.
µCT‑image‑based multi‑physics FE modelling of textile composites.
PythonMatlabFortranAbaqus
KIT — Microstructure optimisation & homogenisation
2010 — 2014
Karlsruhe Institute of Technology · Institute of Engineering Mechanics
From‑scratch FEM codebase for composite‑
microstructure optimisation, multi‑scale homogenisation, foam modelling, and CT‑image‑based FEM.
MatlabAbaqusHPC
PhD — Adaptive FEM for convection‑diffusion
2003 — 2008
Lviv National University · IAPMM NASU
From‑scratch FEM solver with 2D meshing, a posteriori
adaptive refinement and exponentially-fitted Petrov-Galerkin for the convection‑diffusion problem.
C++FEMh-Adaptivityexponential splines