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一种用于人体振动表面测量的数据校正方法。

A data correction method for surface measurement of vibration on the human body.

作者信息

Kitazaki S, Griffin M J

机构信息

Human Factors Research Unit, University of Southampton, U.K.

出版信息

J Biomech. 1995 Jul;28(7):885-90. doi: 10.1016/0021-9290(95)95279-e.

Abstract

A data correction method to eliminate the effect of local tissue-accelerometer vibration from surface measurements of vibration over the spine has been developed and compared with previous direct measurements. A single degree-of-freedom linear model for the local tissue-accelerometer system in the vertical and the fore-and-aft axes is assumed. The natural frequency and the damping ratio of the local system are estimated so as to form a correction frequency function, using spectral analysis of the free vibration response of the local system caused by transient displacements of the accelerometer attached to the body surface. Accelerometers were attached to the skin over the spinous process of the vertebra L3 and on the abdominal wall. For four different masses and each site, correction frequency functions were computed. Seated subjects were then exposed to vertical random vibration (0.5-35 Hz) and acceleration transfer functions from the seat to each accelerometer were calculated. Different transfer functions were obtained with different additional masses but the differences were eliminated by the correction method so as to indicate the transfer functions to the spine and the viscera. For vertical responses, the correction method was effective at frequencies below the estimated natural frequencies of the local system. Fore-and-aft response over the spine did not require correction at frequencies below 35 Hz.

摘要

一种用于消除脊柱表面振动测量中局部组织加速度计振动影响的数据校正方法已被开发出来,并与先前的直接测量方法进行了比较。假设局部组织加速度计系统在垂直轴和前后轴上具有单自由度线性模型。利用附着在身体表面的加速度计瞬态位移引起的局部系统自由振动响应的频谱分析,估计局部系统的固有频率和阻尼比,从而形成校正频率函数。加速度计分别附着在第三腰椎棘突上方的皮肤和腹壁上。针对四种不同质量以及每个部位,计算校正频率函数。然后让坐着的受试者暴露于垂直随机振动(0.5 - 35Hz)中,并计算从座椅到每个加速度计的加速度传递函数。不同的附加质量会得到不同的传递函数,但通过校正方法消除了这些差异,从而表明了到脊柱和内脏的传递函数。对于垂直响应,该校正方法在低于局部系统估计固有频率的频率下有效。在35Hz以下的频率范围内,脊柱上的前后响应不需要校正。

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