Department of Human Movement Sciences, Faculty of Behavioural and Movement Sciences, Vrije Universiteit, Amsterdam Movement Sciences, 1081BT Amsterdam, The Netherlands.
Department of Advanced Robotics, Istituto Italiano di Tecnologia, 16163 Genova, Italy.
Sensors (Basel). 2021 Dec 23;22(1):87. doi: 10.3390/s22010087.
The risk of low-back pain in manual material handling could potentially be reduced by back-support exoskeletons. Preferably, the level of exoskeleton support relates to the required muscular effort, and therefore should be proportional to the moment generated by trunk muscle activities. To this end, a regression-based prediction model of this moment could be implemented in exoskeleton control. Such a model must be calibrated to each user according to subject-specific musculoskeletal properties and lifting technique variability through several calibration tasks. Given that an extensive calibration limits the practical feasibility of implementing this approach in the workspace, we aimed to optimize the calibration for obtaining appropriate predictive accuracy during work-related tasks, i.e., symmetric lifting from the ground, box stacking, lifting from a shelf, and pulling/pushing. The root-mean-square error (RMSE) of prediction for the extensive calibration was 21.9 nm (9% of peak moment) and increased up to 35.0 nm for limited calibrations. The results suggest that a set of three optimally selected calibration trials suffice to approach the extensive calibration accuracy. An optimal calibration set should cover each extreme of the relevant lifting characteristics, i.e., mass lifted, lifting technique, and lifting velocity. The RMSEs for the optimal calibration sets were below 24.8 nm (10% of peak moment), and not substantially different than that of the extensive calibration.
在手动物料搬运中,背部支撑式外骨骼可能会降低腰痛的风险。最好是,外骨骼的支撑水平与所需的肌肉用力相关,因此应该与躯干肌肉活动产生的力矩成比例。为此,可以在外骨骼控制中实现基于回归的力矩预测模型。该模型必须根据每个用户的特定肌肉骨骼特性和提升技术的可变性,通过多个校准任务进行校准。鉴于广泛的校准限制了在工作场所中实施这种方法的实际可行性,我们旨在优化校准,以在与工作相关的任务(即从地面对称提升、堆叠箱子、从架子上提升和推拉)中获得适当的预测准确性。广泛校准的预测均方根误差(RMSE)为 21.9nm(峰值力矩的 9%),对于有限的校准,RMSE 增加到 35.0nm。结果表明,三组最佳选择的校准试验足以达到广泛校准的精度。最佳校准集应涵盖相关提升特性的每个极端情况,即提升的质量、提升技术和提升速度。最佳校准集的 RMSE 低于 24.8nm(峰值力矩的 10%),与广泛校准的 RMSE 没有显著差异。