Department of Physics, University of Jyväskylä, P.O. Box 35 (YFL), FI-40014 University of Jyväskylä, Finland.
Gait Posture. 2014;39(1):534-9. doi: 10.1016/j.gaitpost.2013.09.006. Epub 2013 Sep 17.
The objective of this work was to study stability of walking over a range of gait speeds by means of muscle-driven simulations. Fast walking has previously been related to high likelihood of falling due to tripping. Various measures of stability have shown different relationships between walking speed and stability. These measures may not be associated with tripping, so it is unclear whether the increase in likelihood of falling is explicable by an increase in instability. Here, stability with respect to a constant tripping perturbation was quantified as the immediate passive response of torso to the perturbation. Subject-specific muscle-driven simulations of eight young healthy subjects walking at four speeds, created by combining a generic musculoskeletal model with gait data, were analyzed. In the simulations, short perturbations were performed several times throughout the swing-phase by applying a constant backward force to the swing-foot of the model. Maxima of changes in the torso (angular) velocity components during the swing-phase were studied. These changes in the velocity components correlated with the walking speed as follows: anterior-posterior r=0.37 (p<0.05), vertical r=0.41 (p<0.05), and medio-lateral r=-0.40 (p<0.05). Of the angular velocity components, only the vertical component correlated statistically significantly with speed, r=0.52 (p<0.01). The weak and varying speed effects suggest that fast walking is not necessarily more unstable than slow walking, in the sense of response to a constant perturbation.
本研究旨在通过肌肉驱动模拟研究在不同步态速度下行走的稳定性。由于绊倒,快速行走以前与高跌倒风险有关。各种稳定性测量方法显示了行走速度与稳定性之间的不同关系。这些措施可能与绊倒无关,因此尚不清楚跌倒风险的增加是否可以用不稳定性的增加来解释。在这里,稳定性是相对于恒定绊倒干扰来量化的,即躯干对干扰的即时被动反应。对 8 名年轻健康受试者在 4 种速度下行走的肌肉驱动模拟进行了分析,这些模拟是通过将通用骨骼肌肉模型与步态数据相结合创建的。在模拟中,通过对模型的摆动脚施加恒定的向后力,在摆动阶段多次进行短干扰。研究了摆动阶段期间躯干(角)速度分量变化的最大值。这些速度分量的变化与步行速度的关系如下:前后向 r=0.37(p<0.05),垂直向 r=0.41(p<0.05),和横向 r=-0.40(p<0.05)。在角速度分量中,只有垂直分量与速度相关且具有统计学意义,r=0.52(p<0.01)。速度效应较弱且变化不定,表明快速行走并不一定比慢速行走更不稳定,就对恒定干扰的反应而言。