流体中颗粒输运的相位解析直接数值模拟——从微流体到沉积物

Q1 Mathematics
Jochen Fröhlich, Thomas E. Hafemann, Ramandeep Jain
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引用次数: 2

摘要

本文描述了直接数值模拟使用欧拉-拉格朗日方法与浸没边界的方法来解决几何形状和粒子在流动中移动的轨迹。本报告重点介绍了作者自己的工作,并详细讨论了物理和数值模拟的要素,以及三个应用领域:弯曲管道中球形和非球形颗粒的微流控输运,不同空隙率的气泡流动,从单个气泡到密集的颗粒团簇,一些也受到电磁力的影响,以及球形和非球形颗粒的河床泥沙输运。这些应用及其对数值模拟的特定要求说明了该方法的多功能性,并提供了有关主要发现的简明信息。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

Phase-resolving direct numerical simulations of particle transport in liquids—From microfluidics to sediment

Phase-resolving direct numerical simulations of particle transport in liquids—From microfluidics to sediment

The article describes direct numerical simulations using an Euler–Lagrange approach with an immersed-boundary method to resolve the geometry and trajectory of particles moving in a flow. The presentation focuses on own work of the authors and discusses elements of physical and numerical modeling in some detail, together with three areas of application: microfluidic transport of spherical and nonspherical particles in curved ducts, flows with bubbles at different void fraction ranging from single bubbles to dense particle clusters, some also subjected to electro-magnetic forces, and bedload sediment transport with spherical and nonspherical particles. These applications with their specific requirements for numerical modeling illustrate the versatility of the approach and provide condensed information about main findings.

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来源期刊
GAMM Mitteilungen
GAMM Mitteilungen Mathematics-Applied Mathematics
CiteScore
8.80
自引率
0.00%
发文量
23
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