Singer D F, Linderman J J
Department of Chemical Engineering, University of Michigan, Ann Arbor 48109.
J Cell Biol. 1990 Jul;111(1):55-68. doi: 10.1083/jcb.111.1.55.
Native antigen is processed and subsequently presented on the surface of antigen-presenting cells, an important step in the elicitation of an immune response. The early events of antigen processing and presentation include: ingestion of a native antigen, intracellular degradation to expose an antigenic peptide fragment, binding of this fragment with an MHC class II molecule, and display of this newly formed complex on the cell surface. Through the development of a mathematical model, a set of mathematical equations which describes the time-dependent appearance, disappearance, and movement of individual molecules, quantitative insight can be gained into the pathways and rate-limiting steps of antigen presentation. The credibility of the model has been verified by comparison to literature data. For example, it has been shown experimentally that macrophages require 60 min for effective antigen presentation, whereas B cells require 6-8 h. The mathematical model predicts these presentation times and identifies the difference in the cell's respective pinocytic rates and sizes as important parameters. B cells capture antigen in their environment through nonspecific fluid-phase pinocytosis as well as by binding antigen to their surface immunoglobulin, allowing receptor-mediated uptake. Uptake of antigen via receptor-mediated endocytosis has been reported to require 1,000-fold less antigen than uptake via nonspecific pinocytosis. The mathematical model clearly predicts this decrease in concentration. The model also makes quantitative predictions for the number of MHC class II-antigen complexes needed to produce T cell stimulation.
天然抗原被加工处理,随后呈递在抗原呈递细胞表面,这是引发免疫反应的重要一步。抗原加工处理和呈递的早期事件包括:摄取天然抗原、细胞内降解以暴露出抗原肽片段、该片段与MHC II类分子结合,以及在细胞表面展示这种新形成的复合物。通过建立数学模型,即一组描述单个分子随时间的出现、消失和移动的数学方程,可以对抗原呈递的途径和限速步骤获得定量的见解。该模型的可信度已通过与文献数据比较得到验证。例如,实验表明巨噬细胞进行有效抗原呈递需要60分钟,而B细胞需要6 - 8小时。数学模型预测了这些呈递时间,并确定细胞各自的胞饮速率和大小差异是重要参数。B细胞通过非特异性液相胞饮作用以及将抗原与其表面免疫球蛋白结合来捕获周围环境中的抗原,从而实现受体介导的摄取。据报道,通过受体介导的内吞作用摄取抗原所需的抗原量比通过非特异性胞饮作用摄取所需的抗原量少1000倍。数学模型清楚地预测了这种浓度降低。该模型还对产生T细胞刺激所需的MHC II类 - 抗原复合物数量进行了定量预测。