Loraine Lowder M, Li Senhu, Carnell Peter H, Vito Raymond P
George W. Woodruff School of Mechanical Engineering, Georgia Institute of Technology, Atlanta, GA 30332, USA.
J Biomech. 2007;40(2):445-50. doi: 10.1016/j.jbiomech.2005.12.019. Epub 2006 Feb 20.
Histologic sections of arteries can be used to generate three-dimensional (3D) geometric models and identify structural constituents. However, geometric distortions are introduced by fixation, embedding and sectioning; distortions which can, for example, lead to errors in stresses predicted by finite element models. We developed a method to measure and correct for distortions caused by acrylic processing and applied it to intact, healthy porcine coronary arteries. Micro-computed tomography was used to image arteries in the fresh and embedded states. Tissue blocks were sectioned, stained and imaged using a light microscope. Each section contained four registration marks used to determine strains introduced by sectioning and staining. Using these three image sets, 3D geometric models were generated and distortions were measured. Fixation, processing, and embedding resulted in shrinkage of 6.4+/-2.3% axially and 35.4+/-5.0% in mean cross-sectional area (n=5). Shrinkage in a cross section was well characterized by a uniform, equibiaxial strain. Sectioning and staining resulted in additional compressive strains in the sectioning direction of 0.067+/-0.011 and, in the direction perpendicular to sectioning, of 0.023+/-0.005 (n=5). These strains are assumed uniform and form the basis for correcting section geometry. Reconstructions using corrections for sectioning and shrinkage-related distortions had errors of 1.6+/-0.5% (n=5) and 4.0+/-1.7% (n=5), respectively.
动脉的组织学切片可用于生成三维(3D)几何模型并识别结构成分。然而,固定、包埋和切片会引入几何变形;例如,这些变形会导致有限元模型预测的应力出现误差。我们开发了一种方法来测量和校正由丙烯酸处理引起的变形,并将其应用于完整、健康的猪冠状动脉。使用微型计算机断层扫描对新鲜和包埋状态的动脉进行成像。将组织块切片、染色并使用光学显微镜成像。每个切片包含四个配准标记,用于确定切片和染色引入的应变。利用这三组图像生成3D几何模型并测量变形。固定、处理和包埋导致轴向收缩6.4±2.3%,平均横截面积收缩35.4±5.0%(n = 5)。横截面的收缩通过均匀的双轴应变得到很好的表征。切片和染色在切片方向上导致额外的压缩应变为0.067±0.011,在垂直于切片的方向上为0.023±0.005(n = 5)。这些应变假定为均匀的,并构成校正切片几何形状的基础。使用切片和与收缩相关的变形校正进行的重建误差分别为1.6±0.5%(n = 5)和4.0±1.7%(n = 5)。