Bock O, Arnold K
Human Performance Laboratory, York University, Downsview, Ontario, Canada.
Exp Brain Res. 1993;95(1):111-7. doi: 10.1007/BF00229660.
Human subjects pointed, without seeing their arm, at visual targets presented in repeated sequences in a frontal plane. Required movement direction could change within the sequence by 0, 45, 90, 135 or 180 degrees. Hand position was recorded contact-free in three dimensions (3D). From the recordings, the pointing errors towards each target were transformed into a Cartesian coordinate system with the x-axis representing the mean direction of all movements towards that target. We then investigated the relationship between successive errors by applying linear regression analysis separately to the three Cartesian error components. For the x-component, we found that successive errors were positively correlated throughout the experiment, which confirms our previous finding that errors in sequential pointing tend to accumulate (Bock and Eckmiller 1986; Bock et al. 1990). Correlation dropped by nearly 50% following a direction change of 90 degrees or more, suggesting that accumulation is reduced but not abolished by large changes in movement direction. The slope of the regression line averaged 0.6, which indicates the existence of a complementary trend towards error correction, contributing about 40% towards motor performance. Changes of movement direction affected slope and correlation in a closely similar way, suggesting that reduced accumulation is paralleled by increased correction. For the y- and z-components, we found that successive errors were positively correlated as well, but were not reduced following even large direction changes. This apparent discrepancy can be resolved by assuming separate neural mechanisms for amplitude and for direction control, differing in their sensitivity to direction changes.(ABSTRACT TRUNCATED AT 250 WORDS)
人类受试者在不看自己手臂的情况下,指向 frontal 平面中以重复序列呈现的视觉目标。在序列中,所需的运动方向可能会改变0、45、90、135或180度。通过三维无接触方式记录手部位置。根据记录,将指向每个目标的误差转换到笛卡尔坐标系中,其中x轴代表所有指向该目标的运动的平均方向。然后,我们分别对笛卡尔误差的三个分量进行线性回归分析,以研究连续误差之间的关系。对于x分量,我们发现在整个实验过程中连续误差呈正相关,这证实了我们之前的发现,即连续指向中的误差倾向于累积(博克和埃克米勒,1986年;博克等人,1990年)。在运动方向改变90度或更多后,相关性下降了近50%,这表明运动方向的大幅改变会减少但不会消除累积现象。回归线的斜率平均为0.6,这表明存在误差校正的互补趋势,对运动表现的贡献约为40%。运动方向的变化以非常相似的方式影响斜率和相关性,这表明累积减少的同时校正增加。对于y和z分量,我们发现连续误差也呈正相关,但即使在运动方向大幅改变后也不会减少。通过假设分别存在用于幅度控制和方向控制的神经机制,它们对方向变化的敏感度不同,可以解决这种明显的差异。(摘要截取自250字)