Department of Kinesiology, The Pennsylvania State University, University Park, PA, 16802, USA.
Exp Brain Res. 2011 Apr;209(4):571-85. doi: 10.1007/s00221-011-2590-6. Epub 2011 Feb 18.
We explored how digit forces and indices of digit coordination depend on the history of getting to a particular set of task parameters during static prehension tasks. The participants held in the right hand an instrumented handle with a light-weight container attached on top of the handle. At the beginning of each trial, the container could be empty, filled to the half with water (0.4 l), or filled to the top (0.8 l). The water was pumped in/out of the container at a constant, slow rate over 10 s. At the end of each trial, the participants always held a half-filled container that has just been filled (Empty-Half), emptied (Full-Half) or stayed half-filled throughout the trial (Half-Only). Indices of covariation (synergy indices) of elemental variables (forces and moments of force produced by individual digits) stabilizing such performance variables as total normal force, total tangential force, and total moment of force were computed at two levels of an assumed control hierarchy. At the upper level, the task is shared between the thumb and virtual finger (an imagined digit with the mechanical action equal to that of the four fingers), while at the lower level the action of the virtual finger is shared among the actual four fingers. Filling or emptying the container led to a drop in the safety margin (proportion of grip force over the slipping threshold) below the values observed in the Half-Only condition. Synergy indices at both levels of the hierarchy showed changes over the Full-Half and Empty-Half condition. These changes could be monotonic (typical of moment of force and normal force) or non-monotonic (typical of tangential force). For both normal and tangential forces, higher synergy indices at the higher level of the hierarchy corresponded to lower indices at the lower level. Significant differences in synergy indices across conditions were seen at the final steady state showing that digit coordination during steady holding an object is history dependent. The observations support an earlier hypothesis on a trade-off between synergies at the two levels of a hierarchy. They also suggest that, when a change in task parameters is expected, the neural strategy may involve producing less stable (easier to change) actions. The results suggest that synergy indices may be highly sensitive to changes in a task variable and that effects of such changes persist after the changes are over.
我们探讨了在静态抓握任务中,到达特定任务参数集的历史如何影响数字力和数字协调指数。参与者右手握持带有附在手柄顶部的轻质容器的工具手柄。在每次试验开始时,容器可以为空、装满一半水(0.4 升)或装满(0.8 升)。水以恒定的缓慢速度在 10 秒内进出容器。在每次试验结束时,参与者总是握持一个刚刚装满的半满容器(空半满)、排空(满半满)或在整个试验中保持半满(仅半满)。在假定的控制层次的两个级别上计算了稳定总正力、总切向力和总力矩等性能变量的元素变量(由单个手指产生的力和力矩)的协变指数(协同指数)。在较高层次上,拇指和虚拟手指(一个具有与四个手指相同机械作用的想象中的手指)共同完成任务,而在较低层次上,虚拟手指的动作在实际的四个手指之间共享。装满或排空容器会导致安全裕度(抓地力与滑动阈值的比例)下降,低于仅半满条件下观察到的值。层次结构的两个级别上的协同指数在全半满和空半满条件下都发生了变化。这些变化可能是单调的(典型的力和正力)或非单调的(典型的切向力)。对于正力和切向力,层次结构较高层次上的较高协同指数对应于较低层次上的较低指数。在最终稳定状态下,在条件之间观察到协同指数的显著差异,表明在稳定握持物体期间的手指协调具有历史依赖性。这些观察结果支持了关于层次结构两个层次之间协同作用权衡的早期假设。它们还表明,当预计任务参数发生变化时,神经策略可能涉及产生更不稳定(更容易改变)的动作。结果表明,协同指数可能对任务变量的变化非常敏感,并且这种变化的影响在变化结束后仍然存在。