新しい流体法則を発見するため、ストローを使った実験に挑戦(To Uncover New Fluid Flow Laws, Researchers Turn to Drinking Straws)

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医療や産業への応用が期待される新発見 Discovery Offers Promise for Medical and Industrial Applications

2023-03-23 ニューヨーク大学 (NYU)

ストローに関する実験により、液体の流れに関する新しい法則が発見された。これは、医療やエンジニアリング分野における流体の取り扱いの改善に役立つ可能性がある。これまで知られていた流体の法則がすべての条件下で正確であるわけではなく、ストローのような中程度の条件下では適用されないことが明らかになったため、新しい普遍的な公式が導き出された。
これは、血流を含む多くの自然および産業状況での流体の流れの理解やモデリングに役立つ可能性がある。

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中間レイノルズ数における有限長パイプの流体力学 Hydrodynamics of finite-length pipes at intermediate Reynolds numbers

Olivia Pomerenk,Simon Carrillo Segura,Fangning Cao,Jiajie Wu and Leif Ristroph
Journal of Fluid Mechanics  Published:23 March 2023
DOI:https://doi.org/10.1017/jfm.2023.99

Abstract

Extensive studies of the hydraulics of pipes have focused on limiting cases, such as fully-developed laminar or turbulent flow through long conduits and the accelerating flow through an orifice, for which there exist laws relating pressure drop and flow rate. We carry out experiments on smooth, circular pipes for dimensions and flow rates that interrogate intermediate conditions between the well-studied limits. Organizing this information in terms of dimensionless friction factor, Reynolds number and pipe aspect ratio yields a surface fD(Re,α)that is shown to match the three laws associated with developed laminar, developed turbulent, and orifice flows. While each law fails outside its applicable range of (Re,α), we present a hybrid theoretical–empirical model that includes inlet, development and transition effects, and that proves accurate to approximately 10 % over wide ranges of Re and α. We also present simple formulas for the boundaries between the three hydraulic regimes, which intersect at a triple point. Measurements show that sipping through a straw is an everyday example of such intermediate conditions not accounted for by existing laws but described accurately by our model. More generally, our findings provide formulas for predicting frictional resistance for intermediate-Re flows through finite-length pipes.

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1701物理及び化学
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