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Validation of a Fluid–Structure Interaction Model of Solute Transport in Pores of Cyclically Deformed Tissue Scaffolds

机译:溶质在循环变形组织支架孔中运移的流固耦合模型的验证

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摘要

Convection induced by repetitive compression of porous tissue scaffolds enhances solute transport inside the scaffold. Our previous experiments have shown that pore size, shape, and orientation with respect to strain direction greatly influence loading-induced solute transport. The objective of this study was to develop a computational model of deformation-induced solute transport in porous tissue scaffolds, which included the pore geometry of the scaffold. This geometry consisted of a cubic scaffold with single channel in the middle of the scaffold, immersed in a fluid reservoir. Cylindrical pores with circular or elliptic cross section, and spheroid pores were modeled. The scaffold was cyclically compressed from one side, causing fluid motion and dispersion of solute inside the scaffold pore. Scaffold deformation was solved using the finite element method, and fluid flow and solute transport were solved using the finite volume method. The distortion of the scaffold–fluid interface was transferred as a boundary condition to the fluid flow solver. Both convection and diffusion were included in the computations. The solute transport rates in the different scaffold pore geometries agreed well with our previous experimental results obtained with X-ray microimaging. This model will be used to explore transport properties of a spectrum of novel scaffold designs.
机译:由多孔组织支架的重复压缩引起的对流增强了支架内溶质的运输。我们以前的实验表明,孔的尺寸,形状和相对于应变方向的取向会极大地影响加载引起的溶质迁移。这项研究的目的是建立多孔组织支架中由变形引起的溶质迁移的计算模型,其中包括支架的孔几何形状。这种几何形状由一个立方支架组成,该支架在支架的中间具有单个通道,并浸入储液罐中。对具有圆形或椭圆形横截面的圆柱孔和球形孔进行了建模。支架从一侧被周期性地压缩,从而引起流体运动和溶质在支架孔内的分散。使用有限元方法解决了脚手架变形问题,使用有限体积方法解决了流体流动和溶质迁移问题。支架-流体界面的变形作为边界条件转移到流体流动求解器。对流和扩散都包括在计算中。在不同的支架孔几何形状中的溶质传输速率与我们先前使用X射线显微成像获得的实验结果非常吻合。该模型将用于探索各种新型脚手架设计的运输特性。

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