Chen M H, Broom N
Department of Mechanical Engineering, University of Auckland, New Zealand.
J Anat. 1998 Apr;192 ( Pt 3)(Pt 3):329-41. doi: 10.1046/j.1469-7580.1998.19230329.x.
The fibrillar architecture in the general matrix of softened cartilage has been compared with that of the normal matrix using both Nomarski light microscopy and transmission electron microscopy with combined stereoscopic reconstruction. A pseudorandom network developed from an overall radial arrangement of collagen fibrils is the most fundamental ultrastructural characteristic of the normal general matrix. This, in turn, provides an efficient entrapment system for the swelling proteoglycans. Conversely, the most distinctive feature of the softened matrix is the presence of parallel and relatively unentwined fibrils, strongly aligned in the radial direction. The presence of an optically resolvable fibrous texture in the softened cartilage matrix indicates the presence of discrete bundles of closely packed and aligned fibrils at the ultrastructural level of organisation. The general absence of such texture in the normal cartilage general matrix is consistent with the much greater degree of interconnectedness and related short-range obliquity in the fibrillar architecture, hence the importance of the term pseudorandom network. A mechanism of structural transformation is proposed based on the important property of lateral interconnectivity in the fibrils which involves both entwinement and nonentwinement based interactions. The previously reported difference in intrinsic mechanical strength between the normal and softened matrices is consistent with the transformation model proposed in this study.
利用诺马斯基光学显微镜和透射电子显微镜结合立体重建技术,对软化软骨的一般基质中的纤维结构与正常基质的纤维结构进行了比较。由胶原纤维的整体径向排列形成的伪随机网络是正常一般基质最基本的超微结构特征。这反过来又为肿胀的蛋白聚糖提供了一个有效的截留系统。相反,软化基质最显著的特征是存在平行且相对未缠绕的纤维,这些纤维在径向方向上强烈排列。软化软骨基质中存在光学可分辨的纤维纹理,表明在超微结构组织水平上存在紧密堆积和排列的离散纤维束。正常软骨一般基质中普遍不存在这种纹理,这与纤维结构中更大程度的相互连接性和相关的短程倾斜度一致,因此伪随机网络这一术语很重要。基于纤维中横向互连的重要特性,提出了一种结构转变机制,该机制涉及缠绕和非缠绕相互作用。先前报道的正常基质和软化基质之间固有机械强度的差异与本研究提出的转变模型一致。