The use of numerical programs in research and academic institutions

A. Scupi
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引用次数: 2

Abstract

This paper is conceived on the idea that numerical programs using computer models of physical processes can be used both for scientific research and academic teaching to study different phenomena. Computational Fluid Dynamics (CFD) is used today on a large scale in research and academic institutions. CFD development is not limited to computer simulations of fluid flow phenomena. Analytical solutions for most fluid dynamics problems are already available for ideal or simplified situations for different situations. CFD is based on the Navier- Stokes (N-S) equations characterizing the flow of a single phase of any liquid. For multiphase flows the integrated N-S equations are complemented with equations of the Volume of Fluid Model (VOF) and with energy equations. Different turbulent models were used in the paper, each one of them with practical engineering applications: the flow around aerodynamic surfaces used as unconventional propulsion system, multiphase flows in a settling chamber and pneumatic transport systems, heat transfer in a heat exchanger etc. Some of them numerical results were validated by experimental results. Numerical programs are also used in academic institutions where certain aspects of various phenomena are presented to students (Bachelor, Master and PhD) for a better understanding of the phenomenon itself.
在研究和学术机构中使用数值程序
本文的设想是,利用物理过程的计算机模型编写的数值程序既可以用于科学研究,也可以用于学术教学,以研究不同的现象。计算流体动力学(CFD)目前在研究和学术机构中得到了大规模的应用。CFD的发展并不局限于流体流动现象的计算机模拟。大多数流体动力学问题的解析解已经可以用于理想情况或不同情况的简化情况。CFD是基于表征任何液体的单相流动的Navier- Stokes (N-S)方程。对于多相流,将积分N-S方程与流体体积模型(VOF)方程和能量方程进行补充。本文采用了不同的湍流模型,每种模型都具有实际的工程应用:用于非常规推进系统的气动表面周围的流动,沉降室和气动输送系统中的多相流动,换热器中的传热等。其中部分数值结果得到了实验结果的验证。数值程序也用于学术机构,在这些机构中,各种现象的某些方面被呈现给学生(学士、硕士和博士),以便更好地理解现象本身。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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