人体血管有限元建模与生物力学研究进展及法医应用。

Yong Zeng, Dong-Hua Zou, Ying Fan, Qing Xu, Lu-Yang Tao, Yi-Jiu Chen, Zheng-Dong Li
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引用次数: 0

摘要

有限元法(FEM)是一种获得各种工程问题近似解的数学方法。随着计算机技术的发展,它逐渐被应用到人体生物力学的研究中。将有限元法与生物力学相结合,探索血管损伤与疾病的关系及其病理机制,将是传统法医学的一项技术创新。本文综述了人体血管有限元模型的建立与发展,以及血管生物力学的研究进展。最后展望了有限元建模在法医病理学中的应用前景。
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Research Progress and Forensic Application of Human Vascular Finite Element Modeling and Biomechanics.

The finite element method (FEM) is a mathematical method for obtaining approximate solutions to a wide variety of engineering problems. With the development of computer technology, it is gradually applied to the study of biomechanics of human body. The application of the combination of FEM and biomechanics in exploring the relationship between vascular injury and disease, and pathological mechanisms will be a technological innovation for traditional forensic medicine. This paper reviews the construction and development of human vascular FEM modeling, and its research progress on the vascular biomechanics. This paper also looks to the application prospects of FEM modeling in forensic pathology.

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