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首页> 外文期刊>Experimental Brain Research >A new paradigm for human stick balancing: A suspended not an inverted pendulum
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A new paradigm for human stick balancing: A suspended not an inverted pendulum

机译:人棍平衡的新范例:悬浮而不是倒立的摆锤

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摘要

We studied 14 skilled subjects balancing a stick (a television antenna, 52 cm, 34 g) on their middle fingertip. Comprehensive three-dimensional analyses revealed that the movement of the finger was 1.75 times that of the stick tip, such that the balanced stick behaved more like a normal noninverted pendulum than the inverted pendulum common to engineering models for stick balancing using motors. The average relation between the torque applied to the stick and its angle of deviation from the vertical was highly linear, consistent with simple harmonic motion. We observed clearly greater rotational movement of the stick in the anteroposterior plane than the mediolateral plane. Despite this magnitude difference, the duration of stick oscillatory cycles was very similar in both planes, again consistent with simple harmonic motion. The control parameter in balancing was the ratio of active torque applied to the stick relative to gravitational torque. It determined both the pivot point and oscillatory cycle period of the pendulum. The pivot point was located at the radius of gyration (about the centre of mass) of the stick from its centre of mass, showing that the subjects attuned to the gravitational dynamics and mass distribution of the stick. Hence, the key to controlling instability here was mastery of the physics of the unstable object. The radius of gyration may-similar to centre of mass-contribute to the kinesthesis of rotating limb segments and control of their gravitational dynamics.
机译:我们研究了14名熟练的受试者,他们在中指上平衡了一根棍子(电视天线,52 cm,34 g)。全面的三维分析显示,手指的运动是杆尖的1.75倍,因此平衡的杆的行为更像是正常的非倒立摆,而不是使用电机进行杆平衡的工程模型中常见的倒立摆。施加在斗杆上的扭矩与其偏离垂直方向的角度之间的平均关系是高度线性的,与简单的谐波运动一致。我们清楚地看到,该棒在前后平面中的旋转运动比在后外侧平面中的旋转运动更大。尽管存在这种幅度上的差异,但在两个平面中,棒状振荡周期的持续时间非常相似,再次与简单的谐波运动一致。平衡时的控制参数是施加到杆上的有效扭矩与重力扭矩之比。它确定了摆的枢轴点和振荡周期。枢轴点位于从其质心开始的棒的回转半径(大约质心)处,这表明对象与棒的重力动力学和质量分布相协调。因此,控制不稳定的关键在于掌握不稳定物体的物理特性。回转半径可能类似于质心,这有助于旋转肢体节段的运动感觉和控制其重力动力学。

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