Abstract

In a force-reflecting bilateral teleoperator with a time delay, teleoperator stability is a serious problem. We have studied a bilateral teleoperator system with a time delay. We obtained stable conditions using proportional derivative-based (PD-based) control law. In this paper, PD-based control law is further studied. First, we study a PD control law with relative damping gain and its stabilizing effect that previously has not been studied quantitatively. A stable condition is derived with this PD-based controller with relative damping gain. Next, teleoperator performance by the PD control law with relative damping is evaluated and compared to PD control laws with only grounded damping using transparency analysis with a hybrid matrix. We showed that, the performance of the PD-based controller can be improved by introducing relative damping gain into the controller. As a controller design example, numerical simulations and 1-DOF experiments were conducted. Finally, peg-in-hole experiments and performance evaluations in realistic multi-DOF environments were conducted to demonstrate performance improvements by introducing the relative damping. A controller design that guarantees both stability and performance was achieved by iterating stable gain setting and performance evaluation.

Highlights

  • A bilateral teleoperator provides important force information from a remote environment to an operator.When there is transmission time delay, stability is a major problem with conventional bilateral control methods such as a symmetric position servos or a force-reflecting servos [23]

  • Leung et al [9] proposed a bilateral controller for time delays based on the H∞-optimal control and μ-synthesis framework

  • We showed that introducing relative damping into a proportional derivative (PD)-based controller improved the performance of the teleoperator

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Summary

INTRODUCTION

A bilateral teleoperator provides important force information from a remote environment to an operator. If the arm dynamics and the controller designs are the same as the master and the slave, and z11 = z22 is true, the performance of the teleoperator under the four conditions shown in Table 1 can be evaluated by computing either the H or G matrix. In this situation, if H is equal to the ideal values of H, the ideal response is realized. In order to apply a constant force to the master, we used a pulley and a weight, see Fig. 9

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CONCLUSION
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