光滑粒子流体力学在生物力学中的应用:复杂生物形状离散成伪粒子的高级程序

M. Topalovic, M. Blagojevic, A. Nikolic, M. Zivkovic, N. Filipovic
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引用次数: 3

摘要

光滑粒子流体力学是一种基于连续介质力学方法的无网格数值方法,能够分析固体和流体中的应力以及固流相互作用的应力,具有非常广泛的应用,但由于复杂形状物体的节点网格生成困难,在生物力学中尚未得到充分的应用。本文提出了光滑粒子流体力学中伪粒子的多块生成方法,用于表示分析连续体的离散部分。这个程序可以创建均匀大小的伪粒子,甚至对于非常不规则形状的物体,如器官,骨骼或血管,在生物力学中进行分析。
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Application of smoothed particle hydrodynamics in biomechanics: Advanced procedure for discretization of complex biological shapes into pseudo-particles
Smoothed Particle Hydrodynamics is meshless numerical method which is based on continuum mechanics approach, capable of analyzing stresses in both solids and fluids as well as stresses that are result of solid-fluid interaction, with very versatile applications, and yet it' is not sufficiently implemented in biomechanics due to difficulties of node grid generation from complex shape objects. This paper presents multiblock procedure for generation of pseudo-particles which are used in Smoothed Particle Hydrodynamics for representation of discretized parts of analyzed continua. This procedure enables creation of evenly sized pseudo-particles even for the very irregular shaped object such are organs, bones or blood vessels which are analyzed in biomechanics.
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