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A physically motivated constitutive model for 3D numerical simulation of skeletal muscles

机译:用于骨骼肌3D数值模拟的物理本构模型

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A detailed numerical implementation within the FEM is presented for a physically motivated three-dimensional constitutive model describing the passive and active mechanical behaviors of the skeletal muscle. The derivations for the Cauchy stress tensor and the consistent material tangent are provided. For nearly incompressible skeletal muscle tissue, the strain energy function may be represented either by a coupling or a decoupling of the distortional and volumetric material response. In the present paper, both functionally different formulations are introduced allowing for a direct comparison between the coupled and decoupled isochoric-volumetric approach. The numerical validation of both implementations revealed significant limitations for the decoupled approach. For an extensive characterization &f the model response to different muscle contraction modes, a benchmark model is introduced. Finally, the proposed implementation is shown to provide a reliable tool for the analysis of complex and highly nonlinear problems through the example of the human mastication system by studying bite force and three-dimensional muscle shape changes during mastication.
机译:有限元内的详细数字实现是针对物理动力的三维本构模型的,描述了骨骼肌的被动和主动机械行为。提供了柯西应力张量和一致的材料正切的推导。对于几乎不可压缩的骨骼肌组织,应变能函数可以通过变形和体积材料响应的耦合或去耦合来表示。在本文中,介绍了两种功能不同的配方,可以直接比较耦合和解耦的等容体积法。两种实现方式的数值验证都表明,解耦方法存在明显的局限性。为了广泛表征和模型对不同肌肉收缩模式的反应,引入了基准模型。最后,通过研究咀嚼过程中的咬合力和三维肌肉形状变化,以人体咀嚼系统为例,表明所提出的实施方案为分析复杂和高度非线性的问题提供了可靠的工具。

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