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首页> 外文期刊>AIChE Journal >Capillary Forces Between Two Solid Spheres Linked by a Concave Liquid Bridge: Regions of Existence and Forces Mapping
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Capillary Forces Between Two Solid Spheres Linked by a Concave Liquid Bridge: Regions of Existence and Forces Mapping

机译:凹形液桥连接的两个实心球之间的毛细作用力:存在区域和作用力映射

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This article focuses on the capillary interactions arising when two spherical particles are connected by a concave liquid bridge. This scenario is found in many situations where particles are partially wetted by a liquid, like liquid films stabilized with nanoparticles. We analyze different parameters governing the liquid bridge: interpar-ticle separation, wetting angle and liquid volume. The results are compiled in a liquid volume-wetting angle diagram in which the regions of existence (stability) or inexis-tence (instability) of the bridge are outlined and the possible maximum and minimal particle distances for which the liquid bridge may be found. Calculations of the capillary forces discriminate those conditions for which such force is repulsive or attractive. The results are plotted in form of maps that allow an easy understanding of the stability of a liquid bridge and the conditions at which it may be produced for the two particle model.
机译:本文重点介绍当两个球形颗粒通过凹形液桥连接时发生的毛细管相互作用。在许多情况下会发现这种情况,其中颗粒会被液体部分润湿,例如用纳米颗粒稳定的液膜。我们分析了控制液桥的不同参数:粒子间距,润湿角和液体量。将结果汇编成液体体积-润湿角图,其中概述了桥的存在区域(稳定性)或不存在(不稳定性),并找到了可能存在的最大和最小距离。毛细作用力的计算可以区分出这种作用力是排斥还是吸引的条件。结果以图的形式绘制,可以轻松了解液桥的稳定性以及在两个粒子模型中可能产生液桥的条件。

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