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A (Constrained) Microstretch Approach in Living Tissue Modeling: a Numerical Investigation Using the Local Point Interpolation - Boundary Element Method

机译:一种(受约束的)微螺旋方法在生活组织建模中:使用局部点插值 - 边界元法的数值研究

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摘要

Extended continuum mechanical approaches are now becoming increasingly popular for modeling various types of microstructured materials such as foams and porous solids. The potential advantages of the microcontinuum approach are currently being investigated in the field of biomechanical modeling. In this field, conducting a numerical investigation of the material response is evidently of paramount importance. This study sought to investigate the potential of the (constrained) microstretch modeling method. The problem's field equations have been solved by applying a numerical approach combining the conventional isotropic boundary elements method with local radial point interpolation. Our resulting numerical examples demonstrated that the model is a good candidate for the mechanical modeling of living tissues.
机译:延长的连续内机械方法现在越来越受到诸如泡沫和多孔固体的各种类型的微观结构材料的流行。 目前正在研究生物力学建模领域的微联盟方法的潜在优势。 在该领域中,对材料响应的数值研究显然是至关重要的。 该研究寻求研究(约束)微带建模方法的潜力。 通过应用具有局部径向插值的传统各向同性边界元素方法的数值方法来解决问题的现场方程。 我们所产生的数字示例表明,该模型是生物组织机械建模的良好候选者。

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