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Dive into the research topics where Antoine Muller is active.

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Featured researches published by Antoine Muller.


Computer Methods in Biomechanics and Biomedical Engineering | 2015

A comparative study of 3 body segment inertial parameters scaling rules

Antoine Muller; Coralie Germain; Charles Pontonnier; Georges Dumont

Inverse dynamics method consists in retrieving forces from motion capture data. It implies the use of a skeletal model that can be defined as a multibody articulated system. For each segment, body segment inertial parameters (BSIPs) have to be estimated. Without advanced techniques, BSIPs are estimated from anthropometric data. Many papers discussed the influence of the BSIP scaling on the inverse dynamics results (Pearsall & Costigan 1999; Rao et al. 2006; Reinbolt et al. 2007; Wesseling et al. 2014). These comparative studies were realized on gait analysis. However, further investigations remain necessary to extend these results, for example with other movements or for different populations. The aim of this paper was to present a benchmarking of three anthropometric BSIP scaling rules on overhead throwing motion.


Computer Methods in Biomechanics and Biomedical Engineering | 2015

Dealing with modularity of multibody models

Antoine Muller; Charles Pontonnier; Coralie Germain; Georges Dumont

In the current paper, we propose to adapt a descriptive method used in robotics to describe and simulate a skeletal model and make it modular. We also propose an illustration of the descriptive method by analyzing the elbow kinematics of an overhead throwing with two different forearm descriptions.


Computer Methods in Biomechanics and Biomedical Engineering | 2018

The MusIC method: a fast and quasi-optimal solution to the muscle forces estimation problem

Antoine Muller; Charles Pontonnier; Georges Dumont

Abstract The present paper aims at presenting a fast and quasi-optimal method of muscle forces estimation: the MusIC method. It consists in interpolating a first estimation in a database generated offline thanks to a classical optimization problem, and then correcting it to respect the motion dynamics. Three different cost functions – two polynomial criteria and a min/max criterion – were tested on a planar musculoskeletal model. The MusIC method provides a computation frequency approximately 10 times higher compared to a classical optimization problem with a relative mean error of 4% on cost function evaluation.


33rd International Conference on Biomechanics in Sports (ISBS 2015) | 2015

A Simple Method to Calibrate Kinematical Invariants: Application to Overhead Throwing

Antoine Muller; Coralie Germain; Charles Pontonnier; Georges Dumont


WCB 2018 - 8th World Congress of Biomechanics | 2018

Preliminary comparison of EOS-derived and geometrically calibrated segment lengths: inter-hip and femur cases

Pierre Puchaud; C. Sauret; Antoine Muller; Nicolas Bideau; Georges Dumont; H. Pillet; Charles Pontonnier


3DAHM 2018 - XV International Symposium on 3D Analysis of Human Movement | 2018

Evaluation of geometrically calibrated segment lengths: preliminary results on inter-hip, femur and shank cases

Pierre Puchaud; C. Sauret; Antoine Muller; Nicolas Bideau; Georges Dumont; H. Pillet; Charles Pontonnier


XXVI Congress of the International Society of Biomechanics | 2017

Influence of Physiological Constraints on a Subject-specific BSIP Calibration

Antoine Muller; Marvin Chauwin; Charles Pontonnier; Georges Dumont


XVI International Symposium on Computer Simulation in Biomechanics | 2017

MusIC MAKES THE MUSCLES WORK TOGETHER

Antoine Muller; Félix Demore; Charles Pontonnier; Georges Dumont


International Journal of Industrial Ergonomics | 2017

Inverse dynamics based on occlusion-resistant Kinect data: Is it usable for ergonomics?

Pierre Plantard; Antoine Muller; Charles Pontonnier; Georges Dumont; Hubert P. H. Shum; Franck Multon


Congrès Français de Mécanique | 2017

Non-invasive techniques for musculoskeletal model calibration

Antoine Muller; Diane Haering; Charles Pontonnier; Georges Dumont

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C. Sauret

Arts et Métiers ParisTech

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H. Pillet

Arts et Métiers ParisTech

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Diane Haering

Université de Montréal

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Julien Pettré

Centre national de la recherche scientifique

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