环绕圆柱体甩流的混合势流模型

IF 1.4 4区 工程技术 Q2 ENGINEERING, MULTIDISCIPLINARY
Vijay Matheswaran, L. Scott Miller
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引用次数: 0

摘要

结合基本流动解法和经验数据,建立了亚临界雷诺数范围内((300\le Re \le 3\times 10^5\))环绕圆柱体流动的混合势能流(HPF)模型。通过将所开发的近体解法与 von Karman 的涡流尾流模型相结合,计算出了环绕圆柱体流动的完整解法。然后计算并给出了涡流脱落引起的振荡力(包括横向升力)以及脱落频率的结果。在计算出圆柱体周围流动的完整解决方案后,HPF 模型可作为一个步骤,利用保角映射计算其他崖体周围的流动。
本文章由计算机程序翻译,如有差异,请以英文原文为准。

A hybrid potential flow model for shedding flow around a circular cylinder

A hybrid potential flow model for shedding flow around a circular cylinder

A Hybrid Potential Flow (HPF) model for flow around a circular cylinder in the subcritical Reynolds number range (\(300 \le Re \le 3\times 10^5\)) is developed using a combination of elementary flow solutions and empirical data. By joining this developed near-body solution with von Karman’s model for the vortex wake, a complete solution for flow around a circular cylinder is calculated. Results for oscillatory forces, including the transverse lift force, due to vortex shedding as well as shedding frequencies are then calculated and presented. With the complete solution for flow around a cylinder calculated, the HPF model can be used as a step to calculate the flow around other bluff bodies using conformal mapping, an approach that has been developed and presented by the authors in a related paper.

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来源期刊
Journal of Engineering Mathematics
Journal of Engineering Mathematics 工程技术-工程:综合
CiteScore
2.10
自引率
7.70%
发文量
44
审稿时长
6 months
期刊介绍: The aim of this journal is to promote the application of mathematics to problems from engineering and the applied sciences. It also aims to emphasize the intrinsic unity, through mathematics, of the fundamental problems of applied and engineering science. The scope of the journal includes the following: • Mathematics: Ordinary and partial differential equations, Integral equations, Asymptotics, Variational and functional−analytic methods, Numerical analysis, Computational methods. • Applied Fields: Continuum mechanics, Stability theory, Wave propagation, Diffusion, Heat and mass transfer, Free−boundary problems; Fluid mechanics: Aero− and hydrodynamics, Boundary layers, Shock waves, Fluid machinery, Fluid−structure interactions, Convection, Combustion, Acoustics, Multi−phase flows, Transition and turbulence, Creeping flow, Rheology, Porous−media flows, Ocean engineering, Atmospheric engineering, Non-Newtonian flows, Ship hydrodynamics; Solid mechanics: Elasticity, Classical mechanics, Nonlinear mechanics, Vibrations, Plates and shells, Fracture mechanics; Biomedical engineering, Geophysical engineering, Reaction−diffusion problems; and related areas. The Journal also publishes occasional invited ''Perspectives'' articles by distinguished researchers reviewing and bringing their authoritative overview to recent developments in topics of current interest in their area of expertise. Authors wishing to suggest topics for such articles should contact the Editors-in-Chief directly. Prospective authors are encouraged to consult recent issues of the journal in order to judge whether or not their manuscript is consistent with the style and content of published papers.
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