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咀嚼过程中肌肉力量的三维有限元建模。

Three-dimensional finite element modelling of muscle forces during mastication.

作者信息

Röhrle Oliver, Pullan Andrew J

机构信息

Bioengineering Institute, The University of Auckland, Private Bag 92019, Auckland 1, New Zealand.

出版信息

J Biomech. 2007;40(15):3363-72. doi: 10.1016/j.jbiomech.2007.05.011. Epub 2007 Jun 28.

Abstract

This paper presents a three-dimensional finite element model of human mastication. Specifically, an anatomically realistic model of the masseter muscles and associated bones is used to investigate the dynamics of chewing. A motion capture system is used to track the jaw motion of a subject chewing standard foods. The three-dimensional nonlinear deformation of the masseter muscles are calculated via the finite element method, using the jaw motion data as boundary conditions. Motion-driven muscle activation patterns and a transversely isotropic material law, defined in a muscle-fibre coordinate system, are used in the calculations. Time-force relationships are presented and analysed with respect to different tasks during mastication, e.g. opening, closing, and biting, and are also compared to a more traditional one-dimensional model. The results strongly suggest that, due to the complex arrangement of muscle force directions, modelling skeletal muscles as conventional one-dimensional lines of action might introduce a significant source of error.

摘要

本文提出了一种人类咀嚼的三维有限元模型。具体而言,使用咬肌和相关骨骼的解剖学逼真模型来研究咀嚼动力学。运动捕捉系统用于跟踪受试者咀嚼标准食物时的下颌运动。以下颌运动数据作为边界条件,通过有限元法计算咬肌的三维非线性变形。计算中使用了运动驱动的肌肉激活模式以及在肌纤维坐标系中定义的横向各向同性材料定律。针对咀嚼过程中的不同任务,如张开、闭合和咬合,给出并分析了时间-力的关系,同时也与更传统的一维模型进行了比较。结果有力地表明,由于肌肉力方向的复杂排列,将骨骼肌建模为传统的一维作用线可能会引入显著的误差来源。

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