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Adapting a Mass-Spring system to energy density function describing myocardial mechanics

机译:适应群众弹簧系统到描述心肌机制的能量密度函数

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In this work, a method to adapt a Mass-Spring system to the energy density function describing myocardial mechanics, by using continuum mechanics methods is presented. For the development of a computer model of the myocardial mechanics, a modified Mass-Spring system proposed by Bour-guignon [1] is used. This system discretized the simulated object into voxels arranged in a hexahedral mesh. Suitable spring functions for this system were derived analytically from energy density function describing the hyperelastic properties of heart tissue. In this paper two different energy functions, proposed by Hunter et al. [2] and Guccione et al. [3] are used. To evaluate the passive mechanical behavior of the Mass-Spring system, different deformation experiments are simulated and the results are discussed.
机译:在这项工作中,提出了一种通过使用连续式机械方法来调整描述心肌机械的能量密度函数的方法。为了开发心肌机制的计算机模型,使用由Bour-Guignon [1]提出的改进的质量弹簧系统。该系统将模拟物体离散地分为位于六面对面网格中的体素。该系统的合适弹簧功能是从描述心脏组织的高弹性特性的能量密度函数进行分析衍生出来的。在本文中,亨特等人提出了两种不同的能量函数。 [2]和Guccione等人。使用[3]。为了评估质量弹簧系统的被动力学行为,模拟不同的变形实验并讨论结果。

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