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Static profiles of capillary surfaces in the annular space between two coaxial cones under microgravity
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作者 Wen Li Di Wu +4 位作者 Yong Li Shuyang Chen fenglin ding Qi Kang Shangtong Chen 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2024年第9期1-9,共9页
In space,surface tension plays an important role and liquid behaviour is much different from that on the ground.The static capillary surfaces in the annular space between two coaxial cones under microgravity are studi... In space,surface tension plays an important role and liquid behaviour is much different from that on the ground.The static capillary surfaces in the annular space between two coaxial cones under microgravity are studied in this paper.Theoretical expressions of the capillary surfaces are derived and a procedure is developed to predict the capillary surfaces based on the expressions.By considering various liquid contact angles,liquid volumes,and container geometries,numerical simulation with the volume of fluid method is carried out and microgravity experiments in Beijing Drop Tower are performed.The numerical and experimental results are in good agreement with theoretical predictions.Furthermore,capillary surfaces in an annulus with constant cross-section and in a spherical tank with a central column are also discussed.z3 will decrease obviously with the increase of the liquid contact angle.The theoretical models and findings will be great helpful for liquid management in space and the evaluation of propellant residue. 展开更多
关键词 Capillary surface Coaxial cones Drop tower MICROGRAVITY Shooting method
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微重力下圆台形容器内角处毛细现象
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作者 陈上通 章楚 +3 位作者 李文 李永 丁凤林 康琦 《Acta Mechanica Sinica》 SCIE EI CAS CSCD 2023年第1期158-167,共10页
在微重力环境中,液体通常吸附在夹角或缝隙中.积聚在这些区域的液体难以排出和使用.本文通过理论推导得到了微重力环境下圆台形容器内角处液体的气液界面轮廓.根据液体的润湿性和内角大小,界面轮廓可分为两种情况.一旦知道轮廓某个端点... 在微重力环境中,液体通常吸附在夹角或缝隙中.积聚在这些区域的液体难以排出和使用.本文通过理论推导得到了微重力环境下圆台形容器内角处液体的气液界面轮廓.根据液体的润湿性和内角大小,界面轮廓可分为两种情况.一旦知道轮廓某个端点的坐标,就可以根据数学模型使用打靶法获得液面轮廓和体积.此外,如果轮廓端点的横坐标值无法测量得到,在给定液体体积的情况下,也可以使用二分法和打靶法获得液面轮廓.本文提出的方法比之前提出的基于Gibbs自由能的方法更容易.该方法也可用来预测其他结构间的液面轮廓.本文采用有限体积法开展数值模拟,仿真结果与理论值吻合良好.基于该数学模型,可准确预测圆台形容器内角处积聚液体的液面轮廓和体积. 展开更多
关键词 Gibbs自由能 微重力环境 毛细现象 液体体积 打靶法 圆台形 二分法 气液界面
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