Humanoid robots have many degrees of freedom which ideally enables them to accomplish different tasks. From a control viewpoint, however, the geometric complexity makes planning and control difficult. Favoring controllability properties, it is popular to operate with crouched knees, since the Center of Mass (CoM) height can be directly manipulated. In addition to a higher energy consumption however, this brings long-term damage to the actuator and series elastic elements. We propose a simple Inverse Kinematics (IK) formulation as a nonlinear optimization that can handle singularities and joint limits with inequality constraints. We also introduce safe regions for joint velocities and propose modifications that help the joint come out of sin...
Despite many efforts, balance control of humanoid robots in the presence of unforeseen external or i...
This paper presents a methodology for avoiding joint limits of robot manipulators in the solution of...
Two methods are presented to obtain optimal inverse kinematic solutions for redundant manipulators, ...
This work addresses the problem of resolving kinematic re-dundancy in legged robots, with the dual g...
International audienceClassically, the inverse kinematics is performed by computing the singular val...
Although considering dynamics in the control of humanoid robots can improve tracking and compliance ...
International audienceHierarchical least-square optimization is often used in robotics to inverse a ...
This paper presents inverse position kinematics algorithms with real time capability for Justin, a r...
Solving the inverse kinematics problem is a fundamental challenge in motion planning, control, and c...
Traditional joint-space models used to describe equations of motion for humanoid robots offer nice p...
International audienceThe problem of inverse kinematics is revisited in the present paper. The paper...
In this paper, we propose a solution to compute full-dynamic motions for a humanoid robot, accountin...
The design of humanoid robots has been a tricky challenge for several years. Due to the kinematic co...
This paper introduces a local motion planning method for robotic systems with manipulating limbs, mo...
High absolute accuracy is an essential prerequisite for a humanoid robot to autonomously and robustl...
Despite many efforts, balance control of humanoid robots in the presence of unforeseen external or i...
This paper presents a methodology for avoiding joint limits of robot manipulators in the solution of...
Two methods are presented to obtain optimal inverse kinematic solutions for redundant manipulators, ...
This work addresses the problem of resolving kinematic re-dundancy in legged robots, with the dual g...
International audienceClassically, the inverse kinematics is performed by computing the singular val...
Although considering dynamics in the control of humanoid robots can improve tracking and compliance ...
International audienceHierarchical least-square optimization is often used in robotics to inverse a ...
This paper presents inverse position kinematics algorithms with real time capability for Justin, a r...
Solving the inverse kinematics problem is a fundamental challenge in motion planning, control, and c...
Traditional joint-space models used to describe equations of motion for humanoid robots offer nice p...
International audienceThe problem of inverse kinematics is revisited in the present paper. The paper...
In this paper, we propose a solution to compute full-dynamic motions for a humanoid robot, accountin...
The design of humanoid robots has been a tricky challenge for several years. Due to the kinematic co...
This paper introduces a local motion planning method for robotic systems with manipulating limbs, mo...
High absolute accuracy is an essential prerequisite for a humanoid robot to autonomously and robustl...
Despite many efforts, balance control of humanoid robots in the presence of unforeseen external or i...
This paper presents a methodology for avoiding joint limits of robot manipulators in the solution of...
Two methods are presented to obtain optimal inverse kinematic solutions for redundant manipulators, ...