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Development of an in vivo method for determining material properties of passive myocardium

机译:体内测定被动心肌材料特性的方法的发展

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Calculation of mechanical stresses and strains in the left ventricular (LV) myocardium by the finite element (FE) method relies on adequate knowledge of the material properties of myocardial tissue. In this paper we present a model-based estimation procedure to characterize the stress-strain relationship in passive LV myocardium. A 3D FE model of the LV myocardium was used, which included morphological fiber and sheet structure and a nonlinear orthotropic constitutive law with different stiffness in the fiber, sheet and sheet-normal directions. The estimation method was based on measured wall strains. We analyzed the method's ability to estimate the material parameters by generating a set of synthetic strain data by simulating the LV inflation phase with known material parameters. In this way we were able to verify the correctness of the solution and to analyze the effects of measurement and model error on the solution accuracy and stability. A sensitivity analysis was performed to investigate the observability of the material parameters and to determine which parameters to estimate. The results showed a high degree of coupling between the parameters governing the stiffness in each direction. Thus, only one parameter in each of the three directions was estimated. For the tested magnitudes of added noise and introduced model errors, the resulting estimated stress-strain characteristics in the fiber and sheet directions converged with good accuracy to the known relationship. The sheet-normal stress-strain relationship had a higher degree of uncertainty as more noise was added and model error was introduced.
机译:通过有限元(FE)方法计算左心室(LV)心肌中的机械应力和应变取决于对心肌组织材料特性的充分了解。在本文中,我们提出了一种基于模型的估计程序来表征被动性左室心肌的应力-应变关系。使用了LV心肌的3D FE模型,该模型包括形态纤维和薄片结构以及在纤维,薄片和薄片法线方向上具有不同刚度的非线性正交各向异性本构律。估计方法基于测得的墙体应变。我们通过使用已知材料参数模拟LV膨胀相来生成一组合成应变数据,从而分析了该方法估算材料参数的能力。通过这种方式,我们能够验证解决方案的正确性,并分析测量和模型误差对解决方案准确性和稳定性的影响。进行了敏感性分析,以调查材料参数的可观察性并确定要估计的参数。结果表明,控制各个方向刚度的参数之间存在高度耦合。因此,仅估计了三个方向中每个方向的一个参数。对于增加的噪声和引入的模型误差的测试幅度,在纤维和片材方向上所得的估计应力-应变特性可以很好地收敛到已知关系。随着更多噪声的引入和模型误差的引入,薄板法向应力-应变关系具有较高的不确定性。

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