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首页> 外文期刊>International Journal of Multiphase Flow >Capillary-driven flows along curved interior corners
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Capillary-driven flows along curved interior corners

机译:毛细管驱动的流动沿着弯曲的内部角落

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In the absence of gravity, spontaneous capillary flow along an interior corner is a significant portion of liquid behavior in spacecraft. To effectively control the space liquid, the design of fluids management processes in the low-gravity environment of space requires a rapid and accurate prediction of capillary flow in interior corners. So far, the previous studies have been focused on the capillary flow along the straight interior corner. However, the curved interior corner is far more common. A comprehensive theoretical model is established to study the curved corner effects based on previous studies. By analysis, the centrifugal force caused by the curve motion is the decisive factor which makes the capillary flow in curved interior corners different from that in straight interior corners. The influences of centrifugal force on the free surface and friction factor are discussed, and high-precision approximation modeling method is used in free surface modeling to speed up the solving process. To validate the theoretical model, a series of microgravity drop tower experiments are conducted. By comparison, the theoretical results agree well with the experimental results. The results show that the liquid rises faster as the channel curvature increases. This feature can be used to transport and manage liquid better in spacecraft. A modified Suratman number Su is introduced to judge the curved corner effects. When Su = 3, the relative error e caused by neglecting the curved corner effects is up to 36% which means the curved corner effects have a great influence on the capillary flow. When Su 1, the relative error e is close to 0 which means the curved corner effects can be neglected. (C) 2018 Elsevier Ltd. All rights reserved.
机译:在没有重力的情况下,沿着内拐角的自发毛细管流动是航天器中的大部分液体行为。为了有效地控制空间液体,空间低重力环境中的流体管理过程的设计需要快速准确地预测内角的毛细血管流动。到目前为止,之前的研究一直专注于沿着直的内部角落的毛细血管流动。然而,弯曲的内部角落更常见。建立了一个综合理论模型,以研究以前研究的曲线效应。通过分析,由曲线运动引起的离心力是使曲线内角的毛细管流动与直的内部拐角不同的决定性因素。讨论了离心力对自由表面和摩擦因子的影响,并且在自由表面建模中使用高精度近似建模方法以加快求解过程。为了验证理论模型,进行了一系列微匍匐落塔实验。相比之下,理论结果与实验结果一致。结果表明,随着频道曲率的增加,液体升高。该功能可用于在航天器中运输和管理液体更好。引入了修改的萨拉特曼号码,以判断弯曲的角效应。当SU = 3时,忽略弯曲角效应引起的相对误差e高达36%,这意味着弯曲的角效应对毛细血管流动有很大影响。当su&&如图1所示,相对误差e接近0,这意味着可以忽略弯曲的角效应。 (c)2018年elestvier有限公司保留所有权利。

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