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Numerical simulation of flows in beadless disperser by finite difference lattice Boltzmann method

机译:无珠分散器内流动的有限差分格子玻尔兹曼方法数值模拟

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A new beadless disperser, an ultra-thin film high-shear disperser (UFHD), was developed, and the flow in its dispersion part (a flow between rotating and stationary rings) was simulated using the finite difference lattice Boltzmann method (FDLBM). The efficiency of the FDLBM for this kind of flow field was verified. The FDLBM possesses some distinctive features such as relatively easy implementation of boundary conditions in complicated geometries, high efficiency in parallel processing, and flexible reproduction of the interface between multiple phases, that make the method very suitable for simulating complex flows in the disperser, in which the fluid consists of a mixture of solvent and particles, and the deformation, breakup and coalescence of suspended particles occur. It was shown that the performance of the disperser can easily be simulated and elucidated by the FDLBM.
机译:开发了一种新型的无珠分散器,即超薄膜高剪切分散器(UFHD),并使用有限差分格子玻尔兹曼方法(FDLBM)模拟了其分散部分中的流动(旋转环与固定环之间的流动)。验证了FDLBM在这种流场中的效率。 FDLBM具有一些独特的功能,例如相对容易实现复杂几何形状中的边界条件,并行处理效率高以及多相之间界面的灵活再现,这使得该方法非常适合在分散器中模拟复杂流,其中流体由溶剂和颗粒的混合物组成,会发生悬浮颗粒的变形,破裂和聚结。结果表明,通过FDLBM可以轻松地模拟和阐明分散器的性能。

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