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The influence of constitutive law choice used to characterise atherosclerotic tissue material properties on computing stress values in human carotid plaques

机译:用于表征动脉粥样硬化组织材料特性的本构法选择对计算人颈动脉斑块应力值的影响

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摘要

Calculating high stress concentration within carotid atherosclerotic plaques has been shown to be complementary to anatomical features in assessing vulnerability. Reliability of stress calculation may depend on the constitutive laws/strain energy density functions (SEDFs) used to characterize tissue material properties. Different SEDFs, including neo-Hookean, one-/two-term Ogden, Yeoh, 5-parameter Mooney–Rivlin, Demiray and modified Mooney–Rivlin, have been used to describe atherosclerotic tissue behavior. However, the capacity of SEDFs to fit experimental data and the difference in the stress calculation remains unexplored. In this study, seven SEDFs were used to fit the stress–stretch data points of media, fibrous cap, lipid and intraplaque hemorrhage/thrombus obtained from 21 human carotid plaques. Semi-analytic solution, 2D structure-only and 3D fully coupled fluid-structure interaction (FSI) analyses were used to quantify stress using different SEDFs and the related material stability examined. Results show that, except for neo-Hookean, all other six SEDFs fitted the experimental points well, with vessel stress distribution in the circumferential and radial directions being similar. 2D structural-only analysis was successful for all seven SEDFs, but 3D FSI were only possible with neo-Hookean, Demiray and modified Mooney–Rivlin models. Stresses calculated using Demiray and modified Mooney–Rivlin models were nearly identical. Further analyses indicated that the energy contours of one-/two-term Ogden and 5-parameter Mooney–Rivlin models were not strictly convex and the material stability indictors under homogeneous deformations were not always positive. In conclusion, considering the capacity in characterizing material properties and stabilities, Demiray and modified Mooney–Rivlin SEDF appear practical choices for mechanical analyses to predict the critical mechanical conditions within carotid atherosclerotic plaques.
机译:在评估脆弱性时,计算出颈动脉粥样硬化斑块内的高应力浓度与解剖学特征相辅相成。应力计算的可靠性可能取决于用于表征组织材料特性的本构定律/应变能密度函数(SEDF)。已经使用不同的SEDF(包括新Hookean,一/两个Ogden,Yoh,5参数Mooney-Rivlin,Demiray和改良的Mooney-Rivlin)来描述动脉粥样硬化组织的行为。但是,SEDF适应实验数据的能力以及应力计算的差异仍待探索。在这项研究中,使用七个SEDF来拟合从21种人的颈动脉斑块中获得的培养基,纤维帽,脂质和斑块内出血/血栓的应力拉伸数据点。半解析解决方案,仅2D结构和3D完全耦合的流固耦合(FSI)分析用于量化使用不同SEDF和相关材料稳定性的应力。结果表明,除了新霍克人之外,其他所有六个SEDF都很好地拟合了实验点,并且沿周向和径向的血管应力分布相似。所有七个SEDF的仅2D结构分析都是成功的,但是3D FSI仅在neo-Hookean,Demiray和改良的Mooney-Rivlin模型中可行。使用Demiray和改良的Mooney-Rivlin模型计算的应力几乎相同。进一步的分析表明,一阶/二阶Ogden模型和五参数Mooney-Rivlin模型的能量轮廓不是严格凸的,并且在均匀变形下的材料稳定性指标并不总是正的。总之,考虑到表征材料特性和稳定性的能力,Demiray和改良的Mooney-Rivlin SEDF似乎是力学分析预测颈动脉粥样硬化斑块内关键力学条件的实际选择。

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