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NUMERICAL CALCULATION OF LONDON-VAN DER WAALS ADHESION FORCE DISTRIBUTIONS FOR DIFFERENT SHAPED PARTICLES

机译:不同形状颗粒的LONDON-VAN DER WAALS附着力分布的数值计算

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摘要

A basic method to calculate van der Waals dispersion force distributions for submicron superquadric particles in particle-wall systems is presented. The force distribution is achieved by rotating particles through a large number of arbitrary spatial orientations, each time keeping constant the contact distance to the wall surface while calculating the dispersion force. To accomplish this, the use of 2D particle shape suffices, that is, through using an inter-dimensional function, which has been determined previously. A further development of the method within digital image analysis may lead to possible applications to forecasting the macroscopic properties of particle systems, for example, flowability, agglomeration behavior or dispersibility. For small ranges of superquadric particle shapes, each with a different size, the way from determining the inter-dimensional function up to applying image analysis is shown in an example.
机译:提出了一种计算粒子壁系统中亚微米超二次粒子范德华分散力分布的基本方法。力的分布是通过使粒子旋转经过大量任意的空间方向来实现的,每次计算分散力时,每次与壁表面的接触距离保持恒定。为此,使用二维粒子形状就足够了,即通过使用先前确定的维间函数就足够了。在数字图像分析中对该方法的进一步发展可能导致可能用于预测粒子系统的宏观特性,例如流动性,附聚行为或分散性。对于一个小范围的超二阶粒子形状,每个形状大小不同,在一个示例中显示了从确定维间函数到应用图像分析的方法。

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