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首页> 外文期刊>Journal of Biomechanics >Material characterization of cardiovascular biomaterials using an inverse finite-element method and an explicit solver
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Material characterization of cardiovascular biomaterials using an inverse finite-element method and an explicit solver

机译:使用逆有限元法和明确求解器的心血管生物材料的材料表征

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摘要

The ability to accurately model soft tissue behavior, such as that of heart valve tissue, is essential for developing reliable numerical simulations and determining patient-specific care options. Although several material models can predict soft tissue behavior, complications may arise when these models are implemented into finite element (FE) programs, due to the addition of an arbitrary penalty parameter for numerically enforcing material incompressibility. Herein, an inverse methodology was developed in MATLAB to use previously published stress-strain data from experimental planar equibiaxial testing of five biomaterials used in heart valve cusp replacements, in conjunction with commercial explicit FE solver LS-DYNA, to optimize the material parameters and the penalty parameter for an anisotropic hyper elastic strain energy function. A two-parameter optimization involving the scaling constant of the strain energy function and the penalty parameter proved sufficient to produce acceptable material responses when compared with experimental behaviors under the same testing conditions, as long as analytically derived material constants were available for the other non-optimized parameters and the actual tissue thickness was not much less than 1 mm. Variations in the penalty parameter had a direct effect on the accuracy of the simulated responses, with a practical range determined to be 5 x 10(8)- 9 x 10(8) times the scaling constant of the strain energy function. (C) 2018 Elsevier Ltd. All rights reserved.
机译:能够准确地模拟软组织行为,例如心脏瓣膜组织,对于开发可靠的数值模拟和确定患者特异性护理选择是必不可少的。虽然有几种材料模型可以预测软组织行为,但由于在有限元(FE)程序中,由于添加任意惩罚参数,因此可以出现并发症,以便数值执行材料不可压缩。在此,在Matlab中开发了一种反向方法,以使用来自心脏瓣膜尖端置换的五种生物材料的实验平面偏心测试的先前公布的应力 - 应变数据,与商业明确FE求解器LS-DYNA相结合,以优化材料参数和各向异性超弹性应变能功能的惩罚参数。涉及应变能量函数的缩放常数的双参数优化以及在与在相同的测试条件下的实验行为相比时,证明了足以产生可接受的材料响应,只要对另一个非的分析衍生材料常数可用优化的参数和实际组织厚度不小于1mm。惩罚参数的变化对模拟响应的精度直接影响,实际范围确定为应变能量函数的缩放常数的5×10(8) - 9×10(8)次。 (c)2018年elestvier有限公司保留所有权利。

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