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Rafael Cisneros

6 accepted papers

2024

Compliant Contacts Balance-Force Controller for Legged Robots

RA-L 2024

In this letter, we propose a controller for legged robots that takes into account the individual contact compliance. This controller is able to achieve both balance stabilization and force control in the same loop in task space thanks to the use of an explicit contact flexibility model and simplifie

Cited by 0SourceScholar
2021

On compliance and safety with torque-control for robots with high reduction gears and no joint-torque feedback

IROS 2021poster

In this paper we report the safety-oriented framework for controlling the torque in the case of robots with high reduction gears and having no joint torque feedback. This kind of robots suffer from high joint friction and low backdrivability, requiring high gains and integral feedback, which can be…

Cited by 7SourceScholar
2020

Lyapunov-Stable Orientation Estimator for Humanoid Robots

RA-L 2020

In this letter, we present an observation scheme, with proven Lyapunov stability, for estimating a humanoid's floating base orientation. The idea is to use velocity aided attitude estimation, which requires to know the velocity of the system. This velocity can be obtained by taking into account the

Cited by 10SourceScholar
2020

Reliable chattering-free simulation of friction torque in joints presenting high stiction

IROS 2020poster

The simulation of static friction, and especially the effect of stiction, is cumbersome to perform in discrete-time due to its discontinuity at zero velocity and its switching behavior. However, it is essential to achieve reliable simulations of friction to develop compliant torque control algorithm…

Cited by 4SourceScholar
2019

Multi-Contact Stabilization of a Humanoid Robot for Realizing Dynamic Contact Transitions on Non-coplanar Surfaces

IROS 2019poster

This paper focuses on a stabilization control for multi-contact motion which enables a humanoid robot to locomote by realizing dynamic contact transitions on non-flat environment. In the stabilization process of the multi-contact motion, the desired Zero-Moment Point (ZMP) is modified by the positio…

Cited by 12SourceScholar
2018

Robust Humanoid Control Using a QP Solver with Integral Gains

IROS 2018poster

We propose a control framework for torque controlled humanoid robots that efficiently minimizes the tracking error in a Quadratic Programming (QP)formulated as multiobjective weighted tasks with constraints. It results in an optimal dynamically-feasible reference that can be tracked robustly, with e…

Cited by 25SourceScholar