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Study of drafting, kissing and tumbling process of two particles with different sizes using immersed boundary method in a confined medium

机译:不同尺寸在狭窄介质中使用浸没边界法使用浸没边界法的起草,接吻和翻滚过程

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This paper numerically demonstrates the drafting, kissing, tumbling (DKT) phenomenon between two interacting circular, impermeable particles of different sizes in a confined medium for different scenarios using Immersed Boundary (IB) method in 2D. Two cases were considered for this particular problem. In the first case, referred to as Case 1, the trailing particle was larger in size than the leading particle and in Case 2, it was the other way round. The main emphasis of this paper was to investigate the effect of diameter ratio, γ, of the two particles, on the dynamics of the two sedimenting particles. In Case 1, it was observed that upon increasing γ from unity onwards, the particles underwent from repeated to one cycle of DKT. In Case 2, the impact of γ was more prominent. For γ < 2, the particles underwent two cycles of DKT process. For γ ≥ 2 the particles first parted away from each other, but then quickly started drafting towards each other. Subsequently, after one cycle of DKT, they permanently parted away from each other. This paper also investigated the effect of initial vertical distance between the two sedimenting particles. The results presented in here are in good agreement with other published articles on similar problems.
机译:本文用2D中的浸没边界(IB)方法在狭窄的介质中,用两个相互作用的圆形,不同尺寸的不同尺寸的不同尺寸的颗粒之间的起草,接吻,翻滚(DKT)现象进行了数字化。考虑两种情况,针对这个特殊问题。在第一种情况下,作为壳体1的情况下,尾随粒子的尺寸大于前导颗粒,而在2例中,它是另一轮圆形。本文的主要重点是探讨两种颗粒的直径比γγ对两个沉降颗粒的动态的效果。在情况1中,观察到,在从单位向上增加γ时,从重复到DKT的一个循环中的颗粒。在案例2中,γ的影响更加突出。对于γ<2,颗粒接受了两个循环的DKT过程。对于γ≥2,颗粒首先彼此分开,但是快速开始朝向彼此绘制。随后,在一个循环的DKT周期之后,它们永久地彼此分开。本文还研究了两个沉积颗粒之间的初始垂直距离的效果。在此提出的结果与其他公布的文章吻合良好。

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