从鱼流到弹性管壁的能量流,b.非轴对称不稳定性模式

Mahmoud Hamadiche
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引用次数: 0

摘要

本文研究了最不稳定非轴对称模态从哈根-泊泽维尔流到发生泊泽维尔流的弹性管的能量通量。能量通量,从流动的流体弹性管和放大的速率不稳定模式策划对弹性材料的深度H - 1和雷诺数再保险。力的权力由每个组件的接口也策划反对H和再保险。这样,力组件的接口提供能量转移到固体培养基识别,和不稳定的起源是更好的理解。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Flux d'énergie d'un écoulement de Poiseuille vers la paroi d'un tube élastique, b. Modes d'instabilité non axisymétriques

We examine in this paper the energy flux carried out by the most unstable non-axisymmetric mode from Hagen-Poiseuille flow to an elastic tube where the Poiseuille flow takes place. The energy flux, from the flowing fluid to the elastic tube and the rate of amplification of unstable modes are plotted against the depth of the elastic material H — 1 and against the Reynolds number Re. The power developed by each component of the force at the interface is plotted too against H and Re. In this way, the force component at the interface which provides energy transfer to the solid medium is identified, and the origin of the instability is better understood.

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