Abstract

This paper proposes a method for measuring the internal and external forces of a planar 3-DOF (degree of freedom) redundantly actuated parallel mechanism. The internal forces, force acts inside the endplate and mechanism constraint force, and the external forces, forces act on the endplate and thrusts by actuators, were measured simultaneously using the axial forces of the rods. Kinetostatic equations of the parallel mechanism were used to derive algorithms for measuring the internal and external forces. A link axis force sensor was developed using a strain gauge sensor. To verify the actual internal force of the endplate, a force sensor was also installed on the endplate. A real-time system for measuring the forces of the parallel mechanism was developed using RT-Linux. The external and internal forces were measured accurately.

Highlights

  • A robotic system with a parallel mechanism is mechanically characterized by high rigidity and precise positioning [1, 2]

  • We previously proposed a 3-DOF planar parallel mechanism with four redundant actuators [4,5,6]

  • We developed a novel design for a redundantly actuated parallel mechanism by using forcecontrolled linear motors and installing force command– based impedance control [5]

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Summary

Introduction

A robotic system with a parallel mechanism is mechanically characterized by high rigidity and precise positioning [1, 2]. We previously proposed a 3-DOF (degree of freedom) (xyθ) planar parallel mechanism with four redundant actuators [4,5,6]. This is aimed at a table mechanism with multiaxis machine tools. Several studies have considered redundantly actuated 3-DOF planar parallel mechanisms [7,8,9] These mechanisms were aimed at position control and not force control. We developed a novel design for a redundantly actuated parallel mechanism by using forcecontrolled linear motors and installing force command– based impedance control [5]. Sensing the actual forces and the moment at the tip of the mechanism is an effective method for improving the accuracy and stability of the force control [10]

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