Human Performance Laboratory, Faculty of Kinesiology, University of Calgary, 2500 University Drive NW, Calgary, Alberta, Canada.
J Biomech. 2012 Nov 15;45(16):2855-9. doi: 10.1016/j.jbiomech.2012.08.027. Epub 2012 Sep 18.
There is evidence that vibrations of soft tissue compartments are not appropriately described by a single sinusoidal oscillation for certain types of locomotion such as running or sprinting. This paper discusses a new method to quantify damping of superimposed oscillations using a wavelet-based time-frequency approach. This wavelet-based method was applied to experimental data in order to analyze the decay of the overall power of vibration signals over time. Eight healthy subjects performed sprinting trials on a 30 m runway on a hard surface and a soft surface. Soft tissue vibrations were quantified from the tissue overlaying the muscle belly of the medial gastrocnemius muscle. The new methodology determines damping coefficients with an average error of 2.2% based on a wavelet scaling factor of 0.7. This was sufficient to detect differences in soft tissue compartment damping between the hard and soft surface. On average, the hard surface elicited a 7.02 s(-1) lower damping coefficient than the soft surface (p<0.05). A power spectral analysis of the muscular vibrations occurring during sprinting confirmed that vibrations during dynamic movements cannot be represented by a single sinusoidal function. Compared to the traditional sinusoidal approach, this newly developed method can quantify vibration damping for systems with multiple vibration modes that interfere with one another. This new time-frequency analysis may be more appropriate when an acceleration trace does not follow a sinusoidal function, as is the case with multiple forms of human locomotion.
有证据表明,对于某些类型的运动,如跑步或短跑,软组织腔的振动不能用单一的正弦振荡来适当描述。本文讨论了一种新的方法,使用基于小波的时频方法来量化叠加振动的阻尼。该基于小波的方法应用于实验数据,以分析振动信号的整体功率随时间的衰减。8 名健康受试者在硬表面和软表面的 30 米跑道上进行短跑试验。从内侧腓肠肌的肌肉腹部上方的组织中量化软组织振动。新方法基于 0.7 的小波缩放因子确定阻尼系数,平均误差为 2.2%。这足以检测硬表面和软表面之间软组织腔阻尼的差异。平均而言,硬表面的阻尼系数比软表面低 7.02 s(-1)(p<0.05)。对短跑过程中肌肉振动的功率谱分析证实,动态运动中的振动不能用单一的正弦函数来表示。与传统的正弦方法相比,这种新开发的方法可以量化具有相互干扰的多个振动模式的系统的振动阻尼。当加速度轨迹不遵循正弦函数时,例如在多种形式的人类运动中,这种新的时频分析可能更为合适。