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Application of Computational Physics: Blood Vessel Constrictions and Medical Infuses

机译:计算物理学的应用:血管收缩和血管收缩   医疗用品

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摘要

Application of computation in many fields are growing fast in last twodecades. Increasing on computation performance helps researchers to understandnatural phenomena in many fields of science and technology including in lifesciences. Computational fluid dynamic is one of numerical methods which is verypopular used to describe those phenomena. In this paper we propose movingparticle semi-implicit (MPS) and molecular dynamics (MD) to describe differentphenomena in blood vessel. The effect of increasing the blood pressure onvessel wall will be calculate using MD methods, while the two fluid blendingdynamics will be discussed using MPS. Result from the first phenomenon showsthat around 80% of constriction on blood vessel make blood vessel increase andwill start to leak on vessel wall, while from the second phenomenon the resultshows the visualization of two fluids mixture (drugs and blood) influenced byratio of drugs debit to blood debit. Keywords: molecular dynamic, blood vessel, fluid dynamic, moving particlesemi implicit.
机译:在过去的两个十年中,计算在许多领域的应用正在快速增长。计算性能的提高有助于研究人员理解包括生命科学在内的许多科学和技术领域的自然现象。计算流体动力学是数值方法之一,在描述这些现象时非常受欢迎。在本文中,我们提出移动粒子半隐式(MPS)和分子动力学(MD)来描述血管中的不同现象。将使用MD方法计算增加血压对血管壁的影响,同时将使用MPS讨论两种流体混合动力学。第一种现象的结果表明,约有80%的血管收缩使血管增加并开始在血管壁上渗漏,而第二种现象的结果表明,两种液体混合物(药物和血液)的可视化如何影响药物借记比例的变化。鲜血借记。关键词:分子动力学,血管,流体动力学,运动粒子半隐式。

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