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高低杠向后大回环技术的优化

Optimization of backward giant circle technique on the asymmetric bars.

作者信息

Hiley Michael J, Yeadon Maurice R

机构信息

School of Sport and Exercise Sciences, Loughborough University, Loughborough, UK.

出版信息

J Appl Biomech. 2007 Nov;23(4):300-8. doi: 10.1123/jab.23.4.300.

DOI:10.1123/jab.23.4.300
PMID:18089928
Abstract

The release window for a given dismount from the asymmetric bars is the period of time within which release results in a successful dismount. Larger release windows are likely to be associated with more consistent performance because they allow a greater margin for error in timing the release. A computer simulation model was used to investigate optimum technique for maximizing release windows in asymmetric bars dismounts. The model comprised four rigid segments with the elastic properties of the gymnast and bar modeled using damped linear springs. Model parameters were optimized to obtain a close match between simulated and actual performances of three gymnasts in terms of rotation angle (1.5 degrees ), bar displacement (0.014 m), and release velocities (<1%). Three optimizations to maximize the release window were carried out for each gymnast involving no perturbations, 10-ms perturbations, and 20-ms perturbations in the timing of the shoulder and hip joint movements preceding release. It was found that the optimizations robust to 20-ms perturbations produced release windows similar to those of the actual performances whereas the windows for the unperturbed optimizations were up to twice as large. It is concluded that robustness considerations must be included in optimization studies in order to obtain realistic results and that elite performances are likely to be robust to timing perturbations of the order of 20 ms.

摘要

从高低杠上特定下法的释放窗口是指释放动作能带来成功下法的时间段。较大的释放窗口可能与更稳定的表现相关,因为它们在释放动作的时机把握上允许更大的误差范围。使用计算机模拟模型来研究在高低杠下法中最大化释放窗口的最佳技术。该模型由四个刚性部分组成,体操运动员和杠的弹性特性用阻尼线性弹簧来模拟。对模型参数进行了优化,以使三名体操运动员的模拟表现和实际表现之间在旋转角度(1.5度)、杠的位移(0.014米)和释放速度(<1%)方面达到紧密匹配。针对每位体操运动员进行了三次优化以最大化释放窗口,分别涉及在释放前肩部和髋关节运动时机上无扰动、10毫秒扰动和20毫秒扰动的情况。结果发现,对20毫秒扰动具有鲁棒性的优化产生的释放窗口与实际表现的窗口相似,而无扰动优化产生的窗口则大至实际窗口的两倍。得出的结论是,为了获得现实的结果,优化研究必须考虑鲁棒性,并且优秀的表现可能对20毫秒量级的时机扰动具有鲁棒性。

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