Department of Mathematical Sciences, Florida Institute of Technology, 150 W. University BLVD, Melbourne, FL, 32901, USA.
Departments of Mathematics and Biomedical Engineering, University of Utah, 155 South 1400 East, Salt Lake City, UT, 84112, USA.
Biomech Model Mechanobiol. 2024 Feb;23(1):157-178. doi: 10.1007/s10237-023-01765-8. Epub 2023 Sep 13.
The generation of occlusive thrombi in stenotic arteries involves the rapid deposition of millions of circulating platelets under high shear flow. The process is mediated by the formation of molecular bonds of several distinct types between platelets; the bonds capture the moving platelets and stabilize the growing thrombi under flow. We investigated the mechanisms behind occlusive thrombosis in arteries with a two-phase continuum model. The model explicitly tracks the formation and rupture of the two types of interplatelet bonds, the rates of which are coupled with the local flow conditions. The motion of platelets in the thrombi results from competition between the viscoelastic forces generated by the interplatelet bonds and the fluid drag. Our simulation results indicate that stable occlusive thrombi form only under specific combinations for the ranges of model parameters such as rates of bond formation and rupture, platelet activation time, and number of bonds required for platelet attachment.
狭窄动脉中的闭塞性血栓形成涉及在高剪切流下迅速沉积数百万个循环血小板。该过程是通过血小板之间形成几种不同类型的分子键来介导的;这些键捕获移动的血小板,并在流动下稳定生长的血栓。我们使用两相连续体模型研究了动脉闭塞性血栓形成的机制。该模型明确跟踪了两种类型的血小板间键的形成和破裂,其速率与局部流动条件相耦合。血栓中的血小板运动是由血小板间键产生的粘弹性力与流体阻力之间的竞争引起的。我们的模拟结果表明,只有在模型参数(如键形成和破裂的速率、血小板激活时间以及血小板附着所需的键数)的特定组合范围内,才会形成稳定的闭塞性血栓。