Search Results for author: Bastien Chopard

Found 6 papers, 4 papers with code

SISMIK for brain MRI: Deep-learning-based motion estimation and model-based motion correction in k-space

no code implementations20 Dec 2023 Oscar Dabrowski, Jean-Luc Falcone, Antoine Klauser, Julien Songeon, Michel Kocher, Bastien Chopard, François Lazeyras, Sébastien Courvoisier

We propose a retrospective method for motion quantification and correction to tackle the problem of in-plane rigid-body motion, apt for classical 2D Spin-Echo scans of the brain, which are regularly used in clinical practice.

Image Reconstruction Motion Estimation

Anomalous Platelet Transport & Fat-Tailed Distributions

1 code implementation21 Jun 2020 Christos Kotsalos, Karim Zouaoui Boudjeltia, Ritabrata Dutta, Jonas Latt, Bastien Chopard

The transport of platelets in blood is commonly assumed to obey an advection-diffusion equation.

Computational Physics Biological Physics

Digital Blood in Massively Parallel CPU/GPU Systems for the Study of Platelet Transport

1 code implementation8 Nov 2019 Christos Kotsalos, Jonas Latt, Joel Beny, Bastien Chopard

The tool couples the lattice Boltzmann solver Palabos for the simulation of the blood plasma, a novel finite element method (FEM) solver for the resolution of the deformable blood cells, and an immersed boundary method for the coupling of the two phases.

Computational Physics Distributed, Parallel, and Cluster Computing Performance

Distance-learning For Approximate Bayesian Computation To Model a Volcanic Eruption

1 code implementation28 Sep 2019 Lorenzo Pacchiardi, Pierre Kunzli, Marcel Schoengens, Bastien Chopard, Ritabrata Dutta

Using ABC, which depends on many simulations from the considered model, we develop an inferential framework to learn parameters of a stochastic numerical simulator of volcanic eruption.

Computation Applications

Bridging the computational gap between mesoscopic and continuum modeling of red blood cells for fully resolved blood flow

1 code implementation15 Mar 2019 Christos Kotsalos, Jonas Latt, Bastien Chopard

For the RBCs, we propose a nodal projective FEM (npFEM) solver which has theoretical advantages over the more commonly used mass-spring systems (mesoscopic modeling), such as an unconditional stability, versatile material expressivity, and one set of parameters to fully describe the behavior of the body at any mesh resolution.

Computational Physics

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