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18 résultats avec le mot-clé: 'framework linear dynamic control robots finite element model'

LPV Framework for Non-Linear Dynamic Control of Soft Robots using Finite Element Model

This papers presents a methodology to build reduced order linear parameter varying (LPV) models of soft robots based on a finite element model.. A linear controller is then designed

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2021
Model-Based Dynamic Control of Soft Robots

( 2017 ), where a linear finite element model coupled with model reduction algorithms is used to control the dynamic behavior of soft robots in simulation experiments.. The

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2021
Visual Servoing Control of Soft Robots based on Finite Element Model

Otherwise, to deal with the problem of image features (the marker points placed on the end effector of soft robot) loss, a switched control strategy is proposed to combine both

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2021
BLAENAVON (WALES) WORLD HERITAGE SITE

Échanger en anglais dans un lieu privé et convivial autour d’un verre. Inscriptions auprès de Patrick : 06 24 88

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2022
Programme de la journée

Dans le cadre du réseau régional « PACA Climat », la Région Provence-Alpes-Côte d'Azur, l'ADEME, la DREAL et le FEDER sont associés pour accompagner les territoires en démarche

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2022
Towards jaw-tongue coupling for speech: modeling the jaw with a soft body approach

The dynamic jaw model consists of three components real- ized in the ANSYS finite element framework: a finite el- ement jaw, point-to-point opener and closer muscles and

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2021
Design and optimization of lightweight space telescope structures

A quasi-static launch load analysis procedure is implemented for a finite element model of a hexagonal mirror segment, and a mathematical framework for dynamic

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2021
Evolution de la végétation de la réserve naturelle de Pouta-Fontana, Grône et Sierre, VS

Les stations à l'ouest de l'étang IV, au sud du canal à proximité de l'étang XII, ainsi qu'une grande partie de celle située proche du pylône élec- trique central ont disparu

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2022
Random matrix theory for modeling uncertainties in computational mechanics

The principle of construction of the nonparametric probabilistic approach of random uncertainties for the linear and nonlinear dynamic systems whose mean finite element model is

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2022
Télécharger l’ensemble des diaporamas présentés au cours de la journée

Table ronde : Comment intégrer les énergies renouvelables dans les démarches PCET?. Présentation des ateliers de l’après-midi Pause déjeuner (plateaux repas servis

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2022
Real-time Control of Soft-Robots using Asynchronous Finite Element Modeling

Compared to the work of Duriez [6], the contributions in this paper are the formulation of the inverse problem as a QP (Quadratic Programming) problem, in which the QP matrix

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Kinematic Modeling and Observer Based Control of Soft Robot using Real-Time Finite Element Method

The discrete-time model is deduced based on real-time Finite Element Method and then a novel observer based control method (the observer is built by Finite Element Model) is proposed

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Exercice 1 Soit A y R´esoudreAx=y par la m´ethode du pivot

Examen d’analyse num´ erique.. Aucun document n’est

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WORLD HEALTH ORGANIZATION ORGANISATION MONDIALE DE LA SANTÉ

PRIE le Directeur général de faire rapport à la cinquante-neuvième session du Conseil exécutif et à la Trentième Assemblée mondiale de la Santé sur l'assistance octroyée à ces

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Patient-specific finite element model of the buttocks for pressure ulcer prevention - linear versus non-linear modelling

Patient-specific finite element model of the buttocks for pressure ulcer prevention - linear versus

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2021
Software toolkit for modeling, simulation and control of soft robots

Duriez, “Kinematic modeling and observer based control of soft robot using real-time finite element method,” in Proceedings of International Conference on Intelligent Robots and

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Exercice 1 Soit A y= 1 1 1 1) R´esoudreAx=y par la m´ethode du pivot

Examen d’analyse num´ erique.. Aucun document n’est

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2022
Sparse and spurious: dictionary learning with noise and outliers

Given a probabilistic model of sparse signals that only combines assumptions on certain first and second order moments, and almost sure boundedness, we have shown that a local

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