Rousanoglou Elissavet N, Boudolos Konstantinos D
Sport Biomechanics Lab, Department of Sport Medicine & Biology of Exercise, Faculty of Physical Education & Sports Science, National & Kapodistrian University of Athens, Greece.
Hum Mov Sci. 2006 Jun;25(3):393-408. doi: 10.1016/j.humov.2005.12.004. Epub 2006 Mar 24.
The purpose of this study was to investigate rhythmic performance during two-legged hopping in place. In particular, it was tested whether (a) timing control is independent of force control, (b) a dynamic timer model explains rhythmic performance, and (c) it is a force related parameter that carries the timing information. Eleven participants performed two-legged hopping at their preferred hopping frequency (PHF) and at two hopping frequencies set by an external rhythmic stimulus as lower (LHF) and higher (HHF) than their PHF, respectively. A force plate was used to record the ground reaction force (GRF) time curves during two-legged hopping. The primary temporal and force related parameters determined from the GRF-time curves were the durations of the cycle of movement (t(cycle)), of the contact phase (t(contact)), of the flight phase (t(flight)), the magnitude of peak force (Fz(peak)) and the rate of peak force development (RFD). Control of t(cycle) was independent of force control as shown by the non-significant correlations between t(cycle) and the force parameters of the GRF-time curve. Lag 1 autocorrelations of t(cycle) were not significant in any of the HF, thereby a dynamic timer model is considered to explain the timing of t(cycle) during two-legged hopping. RFD varied more than any other GRF-time curve parameter, exhibited consistent significant strong correlations with the GRF-time curve parameters and significant negative lag 1 autocorrelations in PHF, thus, it was highlighted as the potent timing control parameter. Finally, we provide a practical application for the optimization of rhythmic performance.
本研究的目的是调查原地双腿跳跃时的节奏表现。具体而言,测试了以下内容:(a) 时间控制是否独立于力控制;(b) 动态定时器模型是否能解释节奏表现;(c) 携带时间信息的是否是与力相关的参数。11名参与者分别以其偏好的跳跃频率(PHF)以及由外部节奏刺激设定的两个跳跃频率进行原地双腿跳跃,这两个频率分别低于(LHF)和高于(PHF)他们的PHF。使用测力板记录双腿跳跃过程中的地面反作用力(GRF)时间曲线。从GRF时间曲线确定的主要时间和力相关参数包括运动周期(t(cycle))、接触阶段(t(contact))、飞行阶段(t(flight))的持续时间、峰值力大小(Fz(peak))以及峰值力发展速率(RFD)。t(cycle)的控制独立于力控制,这表现为t(cycle)与GRF时间曲线的力参数之间无显著相关性。在任何高频条件下,t(cycle)的滞后1自相关性均不显著,因此认为动态定时器模型可以解释双腿跳跃过程中t(cycle)的时间控制。RFD的变化比任何其他GRF时间曲线参数都大,在PHF中与GRF时间曲线参数表现出一致的显著强相关性以及显著的负滞后1自相关性,因此,它被突出为有效的时间控制参数。最后,我们为优化节奏表现提供了一个实际应用。