1. Hierarchical Impedance-Based Tracking Control of Kinematically Redundant Robots
- Author
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Alexander Dietrich and Christian Ott
- Subjects
0209 industrial biotechnology ,physical human-robot-interaction ,Computer science ,media_common.quotation_subject ,Interface (computing) ,hierarchical control ,whole-body control ,02 engineering and technology ,redundant robots ,stability analysis ,Inertia ,Task (project management) ,020901 industrial engineering & automation ,Analyse und Regelung komplexer Robotersysteme ,Exponential stability ,Control theory ,Torque ,Electrical and Electronic Engineering ,media_common ,proof of stability ,Force control ,Computer Science Applications ,impedance control ,Control and Systems Engineering ,Trajectory ,Robot - Abstract
The control of a robot in its task space is a standard approach nowadays. If the system is kinematically redundant with respect to this goal, one can even execute additional subtasks simultaneously. By utilizing null space projections, for example, the whole stack of tasks can be implemented within a strict task hierarchy following the order of priority. One of the most common methods to track multiple task-space trajectories at the same time is to feedback-linearize the system and dynamically decouple all involved subtasks, which finally yields the exponential stability of the desired equilibrium. In this article, we provide a hierarchical multi-objective controller for trajectory tracking that ensures both asymptotic stability of the equilibrium and a desired contact impedance at the same time. In contrast to the state of the art in prioritized multi-objective control, feedback of the external forces can be avoided and the natural inertia of the robot is preserved. The controller is evaluated in simulations and on a standard lightweight robot with torque interface. The approach is predestined for precise trajectory tracking where dedicated and robust physical-interaction compliance is crucial at the same time.
- Published
- 2020
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