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Capillary and van der Waals force between microparticles with different sizes in humid air

机译:湿空气中不同尺寸的微粒之间的毛细管力和范德华力

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It is well known that surface effect forces, such as van der Waals force and capillary force, are the major contributions to adhesion when microsized particles are in contact in humid environment. But it is very complex to calculate the adhesion force between two smooth unequal particles. In conventional approaches, the effective particle radius approximation and the constant half-filling angle assumptions are often used for computing the van der Waals forces between two microparticles. However, the approximation and the assumption are actually difficult to accurately model the forces between unequal particle sizes when the surfaces are with different properties. In this paper, we present a theoretical study of the van der Waals force and capillary force between two microparticles with different radii and the surface properties linked by a liquid bridge. The proposed model provides the adhesion force predictions in good agreement with the previous formula and existing experiment data. Considering the solid particles are partially wetted by the liquid bridge, the van der Waals force is calculated by divided the particle surface into a wetted part and a dry portion in our stimulation. Since the wetted surface portion of the particle is determined by the half-filling angle, the relationship between two half-filling angles of the unequal size particles is developed from the geometrical consideration, which is relate to the size ratio of the particles, the contact angle, and the separation distance. Then, the van der Waals force is determined using the surface element integration. Moreover, the influences of humidity, particles size, contact angle, and separation distance toward the adhesion forces are discussed using the proposed method. Simulations indicate that a higher relative humidity leads to bigger liquid bridges, suggesting a higher capillary force, but at the same time, the van der Waals force decreases due to the decrease in surfaces energy. As for the influence of contact angle, results show that a higher contact angle, that is, a more hydrophobic surface, reduces the capillary force but increases the van der Waals force (absolute value). The simulations also show that the both the capillary force and the van der Waals force (absolute value) increase as the particle size increases. When the particles are separated from each other, the capillary force and van der Waals force decreases gradually. These results are helpful to understand and utilize the adhesion interaction between particles with unequal sizes at the ambient condition.
机译:众所周知,当微尺寸颗粒在潮湿环境中接触时,诸如范德华力和毛细作用力等表面效应力是粘附的主要贡献。但是,计算两个光滑的不相等颗粒之间的粘附力非常复杂。在常规方法中,有效粒子半径近似值和恒定的半填充角假设通常用于计算两个微粒之间的范德华力。但是,当表面具有不同的特性时,逼近和假设实际上很难准确地模拟不等粒度之间的力。在本文中,我们对两个半径不同的微粒之间的范德华力和毛细管力以及通过液桥连接的表面特性进行了理论研究。所提出的模型提供了与先前公式和现有实验数据高度吻合的粘附力预测。考虑到固体颗粒被液桥部分润湿,范德华力是通过在我们的刺激中将颗粒表面分为润湿部分和干燥部分来计算的。由于颗粒的润湿表面部分由半填充角决定,因此,不等尺寸颗粒的两个半填充角之间的关系是从几何考虑出发的,这与颗粒的尺寸比,接触程度有关。角度,以及分离距离。然后,使用表面元素积分确定范德华力。此外,使用所提出的方法讨论了湿度,粒度,接触角和分离距离对粘附力的影响。模拟表明,较高的相对湿度会导致较大的液桥,表明较高的毛细作用力,但同时,由于表面能的降低,范德华力也会减小。至于接触角的影响,结果表明,较高的接触角(即疏水性更高的表面)可降低毛细作用力,但会增加范德华力(绝对值)。模拟还表明,随着粒径的增加,毛细作用力和范德华力(绝对值)均增加。当颗粒彼此分离时,毛细作用力和范德华力逐渐减小。这些结果有助于理解和利用在环境条件下大小不等的颗粒之间的粘附相互作用。

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