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等速提升力量与静态力量以及最大可接受重量的比较,特别提及提升速度。

A comparison of isokinetic lifting strength with static strength and maximum acceptable weight with special reference to speed of lifting.

作者信息

Garg A, Beller D

机构信息

Department of Industrial and Systems Engineering, University of Wisconsin-Milwaukee 53201.

出版信息

Ergonomics. 1994 Aug;37(8):1363-74. doi: 10.1080/00140139408964915.

Abstract

A laboratory study was conducted to determine the effects of the speed of lifting and box size on isokinetic strength and to compare isokinetic lifting strengths with static lifting strengths and psychophysically determined maximum acceptable weights. Nine male college students lifted three different boxes (250, 380 and 510 mm wide) from the floor to a bench height of 0.8 m using a free-style lifting technique at a rate of 0.2 lifts min-1. For each lifting task static strength was measured at the origin of lift. Isokinetic lifting strength was measured at 0.41, 0.51 and 0.6 ms-1 using a Biokinetic ergometer and attaching boxes to the load cell. Ratings of perceived exertion were recorded for the low back. There was a progressive decrease in mean and peak isokinetic lifting strengths both with an increase in lifting speed and with an increase in box width (p < 0.01). The lifting speed had a much greater effect (29% and 27%) than the box width (18% and 15%) on mean and peak isokinetic lifting strengths. However, high speed lifting was perceived subjectively to be less stressful (RPE = 10.7) than slow speed lifting (RPE = 12.7). Static strength and maximum acceptable weight had higher correlations with mean isokinetic strength (r = 0.65 and 0.82) than with peak isokinetic strength (r = 0.52 and 0.73). At 0.41 ms-1, mean isokinetic strength peak 6% greater than the mean static strength (p > or = 0.05). Extrapolation of mean isokinetic strength data showed that at 0.73 ms-1 the estimated mean isokinetic strengths were within 6% of maximum acceptable weights. It is concluded that isokinetic strength is highly dependent upon the speed of lifting. At a slow speed (0.41 ms-1), mean isokinetic strength is equal to mean static strength; and, at a high speed (0.73 ms-1), it appears to be equal to the maximum acceptable weight. It is recommended that both speed of lifting and box width should be controlled carefully to stimulate job-specific isokinetic lifting strength.

摘要

进行了一项实验室研究,以确定提升速度和箱子尺寸对等速力量的影响,并将等速提升力量与静态提升力量以及通过心理物理学确定的最大可接受重量进行比较。九名男性大学生使用自由式提升技术,以每分钟0.2次提升的速度,将三个不同宽度(250、380和510毫米)的箱子从地面提升到0.8米高的长凳上。对于每项提升任务,在提升起点测量静态力量。使用生物动力学测力计并将箱子连接到称重传感器,在0.41、0.51和0.6米每秒的速度下测量等速提升力量。记录下腰部的主观用力程度评级。随着提升速度的增加和箱子宽度的增加,平均等速提升力量和峰值等速提升力量均逐渐下降(p < 0.01)。提升速度对等速提升力量的平均值和峰值的影响(分别为29%和27%)远大于箱子宽度的影响(分别为18%和15%)。然而,主观上感觉高速提升比低速提升压力更小(主观用力程度评级 = 10.7)(低速提升主观用力程度评级 = 12.7)。静态力量和最大可接受重量与平均等速力量的相关性(r = 0.65和0.82)高于与峰值等速力量的相关性(r = 0.52和0.73)。在0.41米每秒时,平均等速力量峰值比平均静态力量大6%(p ≥ 0.05)。平均等速力量数据的外推表明,在0.73米每秒时,估计的平均等速力量在最大可接受重量的6%范围内。得出的结论是,等速力量高度依赖于提升速度。在低速(0.41米每秒)时,平均等速力量等于平均静态力量;而在高速(0.73米每秒)时,它似乎等于最大可接受重量。建议仔细控制提升速度和箱子宽度,以激发特定工作的等速提升力量。

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