Genthon N, Rougier P
Laboratoire de modélisation des activités sportives, Université de Savoie, Domaine scientifique de Savoie-Technolac, Le Bourget du lac, France.
J Biomech. 2005 Oct;38(10):2037-49. doi: 10.1016/j.jbiomech.2004.09.024. Epub 2004 Nov 25.
Postural asymmetry in humans is generally associated with different pathologies. However, its specific influence on undisturbed upright stance is poorly understood. To evaluate its separate effects on each support, the centre of pressure (CP) displacements were recorded through two force platforms. In a second step, the complex resultant centre of pressure trajectories (CP(Res)) were computed and decomposed into two elementary components: the horizontal displacements of the centre of gravity (CG(h)) and the difference in the plane of support between the vertical projection of CG(h) and CP(Res) (CP-CG(v)). These motions were then processed through a frequency analysis and modelled as fractional Brownian motion to gain some additional insight into their spatio-temporal organisation. Ten healthy adults were tested in three conditions consisting of various weight distributions. The quality of the mechanism involved in the control of the unloaded support CP motions appears to decrease as the asymmetry becomes more pronounced. To be precise, larger increases of the CP displacements are observed for the unloaded support compared to the loaded one. As a result, the CP(Res) motions are themselves augmented in the ML direction, inducing in turn larger CG(h) and CP-CG(v) motions. Postural asymmetry thus constitutes an important constraint on the control of upright undisturbed stance by generating changes in the control of both supports and by reducing the efficiency of the hip load/unload mechanisms. On the other hand, by inducing larger body sways, postural asymmetry necessitates higher energy expenditure and the setting of particular control mechanisms.
人类的姿势不对称通常与不同的病理状况相关。然而,其对自然直立姿势的具体影响却鲜为人知。为了评估其对每个支撑的单独影响,通过两个测力平台记录了压力中心(CP)的位移。第二步,计算复杂的合成压力中心轨迹(CP(Res))并将其分解为两个基本分量:重心的水平位移(CG(h))以及CG(h)的垂直投影与CP(Res)在支撑平面上的差异(CP-CG(v))。然后通过频率分析对这些运动进行处理,并将其建模为分数布朗运动,以进一步了解它们的时空组织。对10名健康成年人在三种不同重量分布条件下进行了测试。随着不对称性变得更加明显,参与控制无负载支撑CP运动的机制质量似乎会下降。确切地说,与有负载的支撑相比,无负载支撑的CP位移增加幅度更大。结果,CP(Res)运动本身在ML方向上增大,进而导致更大的CG(h)和CP-CG(v)运动。姿势不对称因此通过改变对两个支撑的控制并降低髋部加载/卸载机制的效率,对自然直立姿势的控制构成了重要限制。另一方面,姿势不对称通过引起更大的身体摇摆,需要更高的能量消耗并设置特定的控制机制。