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Frédéric Boyer

9 accepted papers

2025

Duality of the Existing Geometric Variable Strain Models for the Dynamic Modeling of Continuum Robots

RA-L 2025

The Cosserat rod theory has become a gold standard for modeling the statics and dynamics of serial and parallel continuum robots. Recently, a weak form of these Cosserat rod models called the geometric variable strain model has been derived where the robot deformations are projected on finite-dimens

Cited by 1SourceScholar
2025

Durability-Aware Trajectory Planning and Quasi-Static Control of a Continuum Parallel Robot for Industrial Applications

RA-L 2025

This paper addresses durability-aware trajectory planning and tracking strategies for the motion of the platform in an extensible planar tendon-actuated continuum parallel robot (CPR). The proposed planning approach combines the A* algorithm with the Geometric Variable Strain (GVS) static Cosserat r

Cited by 1SourceScholar
2022

Geometrically-Exact Inverse Kinematic Control of Soft Manipulators With General Threadlike Actuators' Routing

RA-L 2022

The inverse kinematic control of soft robots appears as an open challenge that has been the subject of a number of letters presented in the last decade. Some solutions have been provided based on specific assumptions on the robot’s shape or the actuation mechanism. Other more generic approaches are

Cited by 33SourceScholar
2021

Quasi-static motion of a new serial snake-like robot on a water surface: a geometrical approach

IROS 2021poster

This paper reports methods to compute the equilibrium stances of a new snake-like robot designed to stabilize its head on a free water surface. To adjust rapidly the stability of the robot, this bio-inspired robot can rotate independently each body-shell, and modify the level of immersion of each mo…

Cited by 2SourceScholar
2020

A Geometric Variable-Strain Approach for Static Modeling of Soft Manipulators With Tendon and Fluidic Actuation

RA-L 2020

We propose a novel variable-strain parametrization for soft manipulators, which discretizes the continuous Cosserat rod model onto a finite set of strain basis functions. This approach generalizes the recently proposed piecewise-constant strain method to the case of non-constant strain sections. As

Cited by 118SourceScholar
2016

Object shape recognition using electric sense and ellipsoid's polarization tensor

ICRA 2016

This paper deals with the geometrical properties of an ellipsoidal object (aspect ratio, volume, orientation) estimation with an underwater sensor inspired by the uncommon sense of the electric fish. The proposed method first locates the object independently of its geometrical properties thanks to t

Cited by 12SourceScholar
2015

Neural-based underwater spherical object localization through electrolocation

ICRA 2015poster

Navigation of cluttered underwater environments remains to this day a challenging task in mobile robotics. Applying an electric field to a mobile robot's direct environment and measuring perturbations of this field, one is able to detect the presence of foreign objects in close proximity of the syst…

Cited by 10SourceScholar