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Constitutive modeling of an electrospun tubular scaffold used for vascular tissue engineering

机译:用于血管组织工程的电纺管状支架的本构模型

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In this study, we sought to model the mechanical behavior of an electrospun tubular scaffold previously reported for vascular tissue engineering with hyperelastic constitutive equations. Specifically, the scaffolds were made by wrapping electrospun polycaprolactone membranes that contain aligned fibers around a mandrel in such a way that they have microstructure similar to the native arterial media. The biaxial stress-stretch data of the scaffolds made of moderately or highly aligned fibers with three different off-axis fiber angles (alpha ) (30(^circ ), 45(^circ ), and 60(^circ )) were fit by a phenomenological Fung model and a series of structurally motivated models considering fiber directions and fiber angle distributions. In particular, two forms of fiber strain energy in the structurally motivated model for a linear and a nonlinear fiber stress–strain relation, respectively, were tested. An isotropic neo-Hookean strain energy function was also added to the structurally motivated models to examine its contribution. The two forms of fiber strain energy did not result in significantly different goodness of fit for most groups of the scaffolds. The absence of the neo-Hookean term in the structurally motivated model led to obvious nonlinear stress-stretch fits at a greater axial stretch, especially when fitting data from the scaffolds with a small (alpha ). Of the models considered, the Fung model had the overall best fitting results; its applications are limited because of its phenomenological nature. Although a structurally motivated model using the nonlinear fiber stress–strain relation with the neo-Hookean term provided fits comparably as good as the Fung model, the values of its model parameters exhibited large within-group variations. Prescribing the dispersion of fiber orientation in the structurally motivated model, however, reduced the variations without compromising the fits and was thus considered to be the best structurally motivated model for the scaffolds. It appeared that the structurally motivated models could be further improved for fitting the mechanical behavior of the electrospun scaffold; fiber interactions are suggested to be considered in future models.
机译:在这项研究中,我们试图用超弹性本构方程来模拟先前报道的用于血管组织工程的电纺管状支架的力学行为。具体而言,通过将包含取向纤维的电纺聚己内酯膜包裹在心轴上,以使其微观结构类似于天然动脉介质,从而制成支架。由中度或高度排列的纤维制成的支架的双轴应力-拉伸数据通过三种不同的离轴纤维角α(30(^ circ),45(^ circ)和60(^ circ))拟合得到现象学的Fung模型和一系列考虑纤维方向和纤维角度分布的结构性模型。特别是,在结构激励模型中分别针对线性和非线性纤维应力-应变关系测试了两种形式的纤维应变能。各向同性新霍克应变能函数也被添加到结构激励模型中以检验其贡献。两种形式的纤维应变能并没有导致大多数组支架的贴合度显着不同。在结构动力模型中缺少新霍克项,导致在较大轴向拉伸时出现明显的非线性应力-拉伸拟合,尤其是在拟合来自具有小(α)的支架的数据时。在所考虑的模型中,Fung模型具有最佳的整体拟合结果。由于其现象学性质,其应用受到限制。尽管使用非线性纤维应力-应变关系和新霍克术语的结构动力模型具有与Fung模型相当的拟合度,但其模型参数值显示出较大的组内变化。然而,在结构激励模型中规定了纤维取向的分散,在不影响拟合的情况下减少了变化,因此被认为是支架的最佳结构激励模型。似乎可以进一步改善结构激励模型以适合电纺支架的力学性能。建议在将来的模型中考虑纤维相互作用。

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