Van der Helm F C, Veeger H E, Pronk G M, Van der Woude L H, Rozendal R H
Laboratory for Measurement and Control, Delft University of Technology, The Netherlands.
J Biomech. 1992 Feb;25(2):129-44. doi: 10.1016/0021-9290(92)90270-b.
A dynamical finite-element model of the shoulder mechanism consisting of thorax, clavicula, scapula and humerus is outlined. The parameters needed for the model are obtained in a cadaver experiment consisting of both shoulders of seven cadavers. In this paper, in particular, the derivation of geometry parameters from the measurement data is described. The results for one cadaver are presented as a typical example. Morphological structures are modelled as geometrical forms. Parameters describing this form are estimated from 3-D position coordinates of a large number of datapoints on the morphological structure, using a least-squares criterion. Muscle and ligament attachments are represented as a plane or as a (curved) line. Muscle paths are determined by a geometrical form of the bony contour around which the muscle is wrapped. Muscle architecture is determined by the distribution of muscle bundles over the attachment area, mapping the distribution of the origin to the insertion. Joint rotation centers are derived from articular surfaces. Hence, muscle moment arms can be calculated. The result of this study is a set of parameters for each cadaver, describing very precisely the geometry of the shoulder mechanism. This set allows positioning of muscle force vectors a posteriori, and recalculation of position coordinates and moment arms for any position of the shoulder.
概述了一个由胸廓、锁骨、肩胛骨和肱骨组成的肩部机构的动态有限元模型。该模型所需的参数是在一项对七具尸体的双肩进行的尸体实验中获得的。在本文中,特别描述了从测量数据中推导几何参数的过程。给出了一具尸体的结果作为典型示例。形态结构被建模为几何形状。使用最小二乘法准则,从形态结构上大量数据点的三维位置坐标估计描述这种形状的参数。肌肉和韧带附着点表示为一个平面或一条(弯曲的)线。肌肉路径由包裹肌肉的骨轮廓的几何形状确定。肌肉结构由肌肉束在附着区域的分布决定,将起点的分布映射到止点。关节旋转中心从关节表面推导得出。因此,可以计算肌肉力臂。本研究的结果是为每具尸体提供了一组参数,非常精确地描述了肩部机构的几何形状。这组参数允许事后定位肌肉力矢量,并重新计算肩部任何位置的位置坐标和力臂。