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DLA simulation with sticking probability for viscous fingering

机译:粘性指法具有黏附概率的DLA模拟

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The morphological evolution of viscous fingering, which occurred in two-dimensional Hele-Shaw cells with various displaced fluids, were simulated using a modified diffusion-limited aggregation (DLA) model on off-lattices. Different from other DLA models, the present model introduced three adjusted parameters. They control the morphological evolution of DLA clusters from a skeletal pattern to a fleshy pattern, so that experimental viscous fingering occurred in a Hele-Shaw cell can be simulated with various shapes. The fractal dimension of fractal clusters can be calculated simultaneously. The present algorithm was used to simulate the experiments of glue and glycerol displaced by water respectively in a Hele-Shaw cell. The present simulation and experiment are in good agreement. In addition, the calculation results of fractal dimensions for viscous fingering indicated that the great viscosity of displaced fluid responds to high fractal dimension for same driving fluid. The present computer model can simulate different viscous fingerings for various experimental conditions and provides a new investigation site for fluid dynamic behaviors of viscous fingering.
机译:使用修改后的扩散限制聚集(DLA)模型在非晶格上模拟在具有各种置换液的二维Hele-Shaw细胞中发生的粘性指状的形态演变。与其他DLA模型不同,本模型引入了三个调整后的参数。它们控制DLA簇从骨架模式到肉体模式的形态演变,因此可以用各种形状模拟在Hele-Shaw细胞中发生的实验粘性指法。分形簇的分形维数可以同时计算。该算法被用于模拟Hele-Shaw单元中分别被水置换的胶和甘油的实验。目前的仿真与实验吻合良好。另外,粘性指法分形维数的计算结果表明,驱替液的高粘度对相同的驱动流体具有较高的分形维数。本计算机模型可以针对各种实验条件模拟不同的粘性指弹,并为粘性指弹的流体动力学行为提供了一个新的研究场所。

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