Leahy Logan P, Bohannon Addison, Rangavajhala Sirisha, Tweedell Andrew J, Hogan Neville, Bradford J Cortney
Annu Int Conf IEEE Eng Med Biol Soc. 2020 Jul;2020:3501-3504. doi: 10.1109/EMBC44109.2020.9175710.
The scope and relevance of wearable robotics spans across a number of research fields with a variety of applications. A challenge across these research areas is improving user-interface control. One established approach is using neural control interfaces derived from surface electromyography (sEMG). Although there has been some success with sEMG controlled prosthetics, the coarse nature of traditional sEMG processing has limited the development of fully functional prosthetics and wearable robotics. To solve this problem, blind source separation (BSS) techniques have been implemented to extract the user's movement intent from high-density sEMG (HDsEMG) measurements; however, current methods have only been well validated during static, low-level muscle contractions, and it is unclear how they will perform during movement. In this paper we present a neural drive based method for predicting output torque during a constant force, concentric contraction. This was achieved by modifying an existing HDsEMG decomposition algorithm to decompose 1 sec. overlapping windows. The neural drive profile was computed using both rate coding and kernel smoothing. Neither rate coding nor kernel smoothing performed as well as HDsEMG amplitude estimation, indicating that there are still significant limitations in adapting current methods to decompose dynamic contractions, and that sEMG amplitude estimation methods still remain highly reliable estimators.
可穿戴机器人技术的范围和相关性跨越多个研究领域,具有多种应用。这些研究领域面临的一个挑战是改善用户界面控制。一种既定的方法是使用源自表面肌电图(sEMG)的神经控制接口。尽管sEMG控制的假肢已经取得了一些成功,但传统sEMG处理的粗糙性质限制了全功能假肢和可穿戴机器人技术的发展。为了解决这个问题,已经实施了盲源分离(BSS)技术,以从高密度sEMG(HDsEMG)测量中提取用户的运动意图;然而,目前的方法仅在静态、低水平肌肉收缩期间得到了充分验证,尚不清楚它们在运动期间的表现如何。在本文中,我们提出了一种基于神经驱动的方法,用于预测恒力同心收缩期间的输出扭矩。这是通过修改现有的HDsEMG分解算法来分解1秒重叠窗口实现的。神经驱动曲线是使用速率编码和核平滑计算的。速率编码和核平滑的表现均不如HDsEMG幅度估计,这表明在使当前方法适应分解动态收缩方面仍存在重大限制,并且sEMG幅度估计方法仍然是高度可靠的估计器。