Immersed boundary simulations of cell-cell interactions in whole blood
arXiv:2108.09396 · doi:10.1016/j.jcp.2022.111499
Abstract
We present a new method for the geometric reconstruction of elastic surfaces simulated by the immersed boundary method with the goal of simulating the motion and interactions of cells in whole blood. Our method uses parameter-free radial basis functions for high-order meshless parametric reconstruction of point clouds and the elastic force computations required by the immersed boundary method. This numerical framework allows us to consider the effect of endothelial geometry and red blood cell motion on the motion of platelets. We find red blood cells to be crucial for understanding the motion of platelets, to the point that the geometry of the vessel wall has a negligible effect in the presence of RBCs. We describe certain interactions that force the platelets to remain near the endothelium for extended periods, including a novel platelet motion that can be seen only in 3-dimensional simulations that we term "unicycling." We also observe red blood cell-mediated interactions between platelets and the endothelium for which the platelet has reduced speed. We suggest that these behaviors serve as mechanisms that allow platelets to better maintain vascular integrity.
arXiv comment33 pages, 7 figures, 2 tables
References in corpus (7)
- Mechanism of margination in confined flows of blood and other multicomponent suspensions
- Crossover from tumbling to tank-treading-like motion in dense simulated suspensions of red blood cells
- Segregation by membrane rigidity in flowing binary suspensions of elastic capsules
- Mesh-free Semi-Lagrangian Methods for Transport on a Sphere Using Radial Basis Functions
- A Study of Different Modeling Choices For Simulating Platelets Within the Immersed Boundary Method
- A continuous energy-based immersed boundary method for elastic shells
- Radial Basis Function (RBF)-based Parametric Models for Closed and Open Curves within the Method of Regularized Stokeslets