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BOUNDARY CONDITIONS IN HUMAN MOVEMENT III: FOURIER ANALYSIS OF REACHING

机译:人类运动的边界条件III:到达的傅立叶分析

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We examine empirically the boundary conditions for point to point reaching movements using Fourier analysis. Subjects made horizontal finger pointing movements of various amplitudes without the finger touching the work-surface. This avoided low-order physical discontinuities at the onset and offset of the movement, and allowed us to examine the underlying neuromuscular discontinuities. Finger position was recorded at 400Hz with a resolution of 0.1 mm. In the temporal domain velocity profiles were bell-shaped and approximately symmetrical with no abrupt onset or offset. Fourier transforms revealed minima at 1.61, 1.38, 1.52 times reciprocal duration, which are not consistent with the minimum jerk profile (1.84). High frequency slopes of the energy maxima were -6.92, -7.00, -7.28, which is also not minimum jerk (-8). This slope indicates a remarkably low order of discontinuity consistent with an effectively 3(1/2) order system. These spectral measurements are remarkably similar to those measured from saccadic eye movements indicating similar shaped trajectories, and are consistent with the minimum variance model with a suitably low order plant.
机译:我们使用傅立叶分析从经验上检验了点对点到达运动的边界条件。在没有手指触摸工作表面的情况下,受试者进行了各种幅度的水平手指运动。这避免了运动开始和偏移时的低阶物理不连续,并允许我们检查潜在的神经肌肉不连续。以400Hz记录手指位置,分辨率为0.1mm。在时域中,速度剖面呈钟形,近似对称,没有突然的起伏或偏移。傅立叶变换显示出在倒数时间的1.61、1.38、1.52倍处的最小值,这与最小的加速度曲线(1.84)不一致。能量最大值的高频斜率为-6.92,-7.00,-7.28,这也不是最小的跳动(-8)。该斜率表示与有效的3(1/2)阶系统一致的不连续性的极低阶。这些光谱测量非常类似于从指示相似形状轨迹的眼跳运动测量的光谱测量,并且与具有适当低阶植物的最小方差模型一致。

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