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The Force Generation in a Two-Joint Arm Model: Analysis of the Joint Torques in the Working Space

机译:两关节臂模型中的力生成:工作空间中的关节扭矩分析

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摘要

The two-segment model of the human arm is considered; the shoulder and elbow joint torques (JTs) are simulated, providing a slow, steady rotation of the force vector at any end-point of the horizontal working space. The sinusoidal waves describe the JTs, their periods coincide with that of the rotation, and phases are defined by the slopes of the correspondent lines from the joint axes to the end-point. Analysis of the JTs includes an application of the same discrete changes in one joint angle under fixation of the other one and vice versa; the JT pairs are compared for the “shoulder” and “elbow” end-point traces that pass under fixation of the elbow and shoulder angles, respectively. Both shifts between the sinusoids and their amplitudes are unchanged along the “shoulder” traces, whereas these parameters change along the “elbow” ones. Therefore, if we consider a combined action of both JTs acting at the proximal and distal joints, we can assume that for the end-point transitions along the “shoulder,” and “elbow” traces this action possesses isotropic and anisotropic properties, respectively. The model also determines the patterns of the torques of coinciding and opposing directions (TCD, TOD), which would evoke a simultaneous loading of the elbow and shoulder muscles with the coinciding or opposing function (flexors, extensors). For a complete force vector turn, the relationship between the TCD and TOD remains fixed in transitions at the “shoulder” end-point traces, whereas it is changing at the “elbow” ones.
机译:考虑人手臂的两段模型;通过模拟肩和肘关节扭矩(JT),可以在水平工作空间的任意端点处缓慢,稳定地旋转力矢量。正弦波描述了JT,它们的周期与旋转的周期一致,并且相位由从关节轴到端点的对应线的斜率定义。 JT的分析包括在一个关节角度固定不变的情况下对另一个关节角度施加相同的离散变化,反之亦然;比较JT对的“肩膀”和“肘部”端点迹线,这些迹线分别在肘部和肩角固定的情况下通过。正弦曲线之间的两个位移及其幅度沿“肩”迹线均不变,而这些参数沿“肘”迹线则变化。因此,如果考虑同时作用于近端和远端关节的两个JT的组合动作,我们可以假设对于沿“肩”和“肘”迹线的端点过渡,该动作分别具有各向同性和各向异性特性。该模型还确定一致方向和相反方向(TCD,TOD)的转矩模式,这会引起肘部和肩部肌肉同时发挥负重或相反功能(屈肌,伸肌)。对于完整的力矢量转弯,TCD和TOD之间的关系在“肩”端点迹线的过渡处保持固定,而在“肘”端点迹线处变化。

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