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首页> 外文期刊>Annals of Biomedical Engineering: The Journal of the Biomedical Engineering Society >Characterization of the highly nonlinear and anisotropic vascular tissues from experimental inflation data: a validation study toward the use of clinical data for in-vivo modeling and analysis.
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Characterization of the highly nonlinear and anisotropic vascular tissues from experimental inflation data: a validation study toward the use of clinical data for in-vivo modeling and analysis.

机译:从实验性充气数据表征高度非线性和各向异性的血管组织:一项针对将临床数据用于体内建模和分析的验证研究。

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摘要

We study whether an inverse modeling approach is applicable for characterizing vascular tissue subjected to various levels of internal pressure and axial stretch that approximate in-vivo conditions. To compensate for the limitation of axial-displacement/pressure/diameter data typical of clinical data, which does not provide information about axial force, we propose to constrain the ratio of axial to circumferential elastic moduli to a typical range. Vessel wall constitutive behavior is modeled with a transversely isotropic hyperelastic equation that accounts for dispersed collagen fibers. A single-layer and a bi-layer approximation to vessel ultrastructure are examined, as is the possibility of obtaining the fiber orientation as part of the optimization. Characterization is validated against independent pipette-aspiration biaxial data on the same samples. It was found that the single-layer model based on homogeneous wall assumption could not reproduce the validation data. In contrast, the constrained bi-layer model was in excellent agreement with both types of experimental data. Due to covariance, estimations of fiber angle were slightly outside of the normal range, which can be resolved by predefining the angles to normal values. Our approach is relatively invariant to a constant or a variable axial response. We believe that it is suitable for in-vivo characterization.
机译:我们研究了逆建模方法是否适用于表征承受体内水平各种水平的内部压力和轴向拉伸的血管组织。为了弥补临床数据中典型的轴向位移/压力/直径数据的局限性(该数据无法提供有关轴向力的信息),我们建议将轴向弹性模量与周向弹性模量的比率限制在典型范围内。血管壁的本构行为是用横观各向同性的超弹性方程建模的,该方程解释了分散的胶原纤维。研究了对血管超微结构的单层和双层近似,以及作为优化的一部分获得纤维取向的可能性。针对相同样品上的独立移液器抽吸双轴数据验证了表征。发现基于均质墙假设的单层模型无法重现验证数据。相比之下,约束双层模型与两种类型的实验数据都非常吻合。由于协方差,光纤角度的估计值略微超出正常范围,可以通过将角度预定义为正常值来解决。我们的方法相对于恒定或可变的轴向响应相对不变。我们相信它适合于体内表征。

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