Impedance Control of a Transfemoral Prosthesis using Continuously Varying Ankle Impedances and Multiple Equilibria

TL;DR

This paper introduces an advanced impedance control method for transfemoral prostheses that incorporates continuously varying ankle impedances and multiple equilibria, validated through experiments on a powered prosthesis.

Contribution

It extends least squares impedance estimation to match perturbation study results and explores multiple equilibria effects, also estimating knee impedance.

Findings

Successfully tested on AMPRO II prosthesis

Extended impedance estimation to match empirical data

Analyzed impact of multiple equilibria on control performance

Abstract

Impedance controllers are popularly used in the field of lower limb prostheses and exoskeleton development. Such controllers assume the joint to be a spring-damper system described by a discrete set of equilibria and impedance parameters. Said parameters are estimated via a least squares optimization that minimizes the difference between the controller's output torque and human joint torque. Other researchers have used perturbation studies to determine empirical values for ankle impedance. The resulting values vary greatly from the prior least squares estimates. While perturbation studies are more credible, they require immense investment. This paper extended the least squares approach to reproduce the results of perturbation studies. The resulting impedance parameters were successfully tested on a powered transfemoral prosthesis, AMPRO II. Further, the paper investigated the effect of multiple equilibria on the least square estimation and the performance of the impedance controller. Finally, the paper uses the proposed least squares optimization method to estimate knee impedance.