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Coarsening of two- and three-dimensional wet polydisperse foams

机译:二维和三维湿式多分散泡沫的粗化

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This paper investigates inter-bubble gas diffusion in two-dimensional (2D) and three-dimensional (3D) wet foams using the bubble dynamics model. The bubble dynamics model avoids the need to consider Tl type bubble rearrangement events in three dimensions explicitly. Foam bubbles are approximated as overlapping parallel cylinders (discs in cross-section) in two dimensions and overlapping spheres in three dimensions. Inter-bubble gas diffusion is modelled by calculating directly the gas transfer between adjacent bubbles and by taking the internal bubble pressure to be inversely proportional to the bubble radius. Scaling states for two initial bubble size distributions are examined. Good agreement is found between these results and existing experimental and simulation data. In both the 2D and 3D cases, the growth of a length scale, such as the average bubble size, in the scaling state converges to follow [R] similar to t(0.5). In 2D, the second moment of the neighbour distribution mu(2) in the scaling state is found to be 2.1 +/- 0.2 for both initial distributions, whereas for 3D foams mu(2) = 19 +/- 1 is reported. [References: 17]
机译:本文使用气泡动力学模型研究二维(2D)和三维(3D)湿泡沫中的气泡间气体扩散。气泡动力学模型避免了在三个维度上明确考虑T1型气泡重排事件的需要。泡沫气泡近似为二维的重叠平行圆柱体(横截面为圆盘)和三维的重叠球体。通过直接计算相邻气泡之间的气体传递并通过使内部气泡压力与气泡半径成反比,可以对气泡间气体扩散进行建模。检查两个初始气泡大小分布的缩放状态。这些结果与现有的实验和模拟数据之间找到了很好的一致性。在2D和3D情况下,在缩放状态下,长度缩放(例如平均气泡大小)的增长收敛为遵循[R],类似于t(0.5)。在2D中,对于两个初始分布,在缩放状态下,相邻分布mu(2)的第二阶矩均为2.1 +/- 0.2,而对于3D泡沫,报告了mu(2)= 19 +/- 1。 [参考:17]

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