Wagner H, Anders Ch, Puta Ch, Petrovitch A, Mörl F, Schilling N, Witte H, Blickhan R
Department of Motion Science, Institute of Sports Science, Friedrich-Schiller-University Jena, Seidelstr. 20, D-07749 Jena, Germany.
Pathophysiology. 2005 Dec;12(4):257-65. doi: 10.1016/j.pathophys.2005.09.007. Epub 2005 Oct 18.
Using a biomechanical model and experimental data the self-stabilising behaviour of antagonistic trunk muscles was analyzed. The biomechanical model is constituted of a pair of antagonistic Hill-type muscles, their geometric arrangement with respect to the spine, and the instantaneous centre of rotation in frontal plane. Using Ljapunov's theory, the stability of certain motion and loading situations was analyzed. Applying a sensitivity analysis, the influence of different muscle properties and the geometric arrangement on stability was investigated. The simulations revealed that the stability of spinal movements depended primarily on the geometrical arrangement of muscles and the position of the centre of rotation of the spine, the latter was affected in turn by the activities of the profound muscles. To stabilize the situations simulated oblique muscle arrangements were necessary. In order to define an instantaneous centre of rotation in the lower region of the spine negative attachment angles (medio-lateral decline) of muscles were necessary, corresponding to the real anatomy of obliquus externus muscles. More cranially located instantaneous centres of rotation required positive attachment angles for stability, corresponding to obliquus internus or multifidus muscles. Furthermore, the fibre-type distribution of muscles influenced the stability of the system, i.e. a high percentage of fast-twitch-fibres supported the stabilisation. Conclusions drawn from the simulations were supported by experimental data. Sudden loads and quick-release perturbations with two different amplitudes were applied to the upper body of ten male subjects. In comparison to sudden load situations preactivation of muscles due to an external load, i.e. quick-release perturbation, led to significantly less dependency of the amplitude of deflection on the amplitude of the perturbation. This observation relates to the self-stabilising properties of the musculoskeletal system. In conclusion, training seems to be advantageous if directed towards not only enhancing the endurance capacity of the muscles, but also increasing the cross-sectional area of oblique fast-twitch-fibres. Training should also improve the co-ordination of deep and superficial trunk muscles. These findings may influence physiotherapy and training programs for low back pain patients.
利用生物力学模型和实验数据,分析了躯干拮抗肌的自稳定行为。生物力学模型由一对拮抗的希尔型肌肉、它们相对于脊柱的几何排列以及额面内的瞬时旋转中心组成。利用李雅普诺夫理论,分析了特定运动和负荷情况下的稳定性。通过敏感性分析,研究了不同肌肉特性和几何排列对稳定性的影响。模拟结果表明,脊柱运动的稳定性主要取决于肌肉的几何排列和脊柱旋转中心的位置,而后者又受深层肌肉活动的影响。为了稳定模拟的情况,需要倾斜的肌肉排列。为了确定脊柱下部区域的瞬时旋转中心,肌肉需要负附着角(中外侧下降),这与腹外斜肌的实际解剖结构相对应。更靠近头侧的瞬时旋转中心需要正附着角来保持稳定,这与腹内斜肌或多裂肌相对应。此外,肌肉的纤维类型分布影响系统的稳定性,即高比例的快肌纤维有助于稳定。模拟得出的结论得到了实验数据的支持。对10名男性受试者的上半身施加了两种不同幅度的突然负荷和快速释放扰动。与突然负荷情况相比,由于外部负荷(即快速释放扰动)导致的肌肉预激活,使得挠度幅度对扰动幅度的依赖性显著降低。这一观察结果与肌肉骨骼系统的自稳定特性有关。总之,如果训练不仅旨在提高肌肉的耐力,还旨在增加倾斜快肌纤维的横截面积,那么训练似乎是有益的。训练还应改善深层和浅层躯干肌肉的协调性。这些发现可能会影响腰痛患者的物理治疗和训练方案。