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Computational and experimental investigation of local stress fiber orientation in uniaxially and biaxially constrained microtissues

机译:单轴和双轴约束微组织中局部应力纤维取向的计算和实验研究

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The orientation of cells and associated F-actin stress fibers is essential for proper tissue functioning. We have previously developed a computational model that qualitatively describes stress fiber orientation in response to a range of mechanical stimuli. In this paper, the aim is to quantitatively validate the model in a static, heterogeneous environment. The stress fiber orientation in uniaxially and biaxially constrained microscale tissues was investigated using a recently developed experimental system. Computed and experimental stress fiber orientations were compared, while accounting for changes in orientation with location in the tissue. This allowed for validation of the model, and additionally, it showed how sensitive the stress fiber orientation in the experimental system is to the location where it is measured, i.e., the heterogeneity of the stress fiber orientation. Computed and experimental stress fiber orientations showed good quantitative agreement in most regions. A strong local alignment near the locations where boundary conditions were enforced was observed for both uniaxially and biaxially constrained tissues. Excepting these regions, in biaxially constrained tissues, no preferred orientation was found and the distribution was independent of location. The stress fiber orientation in uniaxially constrained tissues was more heterogeneous, and stress fibers mainly oriented in the constrained direction or along the free edge. These results indicate that the stress fiber orientation in these constrained microtissues is mainly determined by the local mechanical environment, as hypothesized in our model, and also that the model is a valid tool to predict stress fiber orientation in heterogeneously loaded tissues.
机译:细胞和相关的F-肌动蛋白应力纤维的方向对于正常的组织功能至关重要。我们之前已经开发了一种计算模型,该模型定性描述了应力纤维在响应一系列机械刺激后的方向。本文旨在在静态,异构环境中定量验证模型。使用最近开发的实验系统研究了单轴和双轴约束的微型组织中的应力纤维取向。比较了计算和实验应力纤维的取向,同时考虑了取向随组织位置的变化。这允许对模型进行验证,此外,它还显示了应力纤维取向在实验系统中对测量位置的敏感程度,即应力纤维取向的不均匀性。计算和实验应力纤维的取向在大多数地区都显示出良好的定量一致性。对于单轴和双轴约束组织都观察到在强加边界条件的位置附近的强烈局部对准。除这些区域外,在双轴约束的组织中,未发现优选的方向,并且分布与位置无关。单轴约束组织中的应力纤维取向更不均匀,应力纤维主要沿约束方向或自由边缘取向。这些结果表明,在我们约束的模型中,这些受约束的微组织中的应力纤维取向主要由局部机械环境决定,并且该模型是预测异质加载组织中应力纤维取向的有效工具。

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