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Simulation of three-dimensional floc growth using improved DLA model

机译:使用改进的DLA模型模拟三维絮状物的生长

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Based on the classic theoretical model of Diffusion-Limited Aggregation (DLA), two improved models, built for more practical use, were presented: Steps-Limited and Reaction-Limited three-dimensional Fractal Aggregation. The fractal dimension and porosity were calculated with cyclotron radius method, in order to study the influence of finite steps and reaction probability on the results of the fractal simulation of floc growth. A highly assembled aggregation would be formed as the Steps was getting smaller, contributing to the reduction of the cyclotron radius Rc which finally approached about 2.40, whose fractal characteristic became more and more inconspicuous. Smaller the reaction probability, the larger moving space of particles would be, resulted in the denser of the interior of the flocs, characterized by the gradual reduction of cyclotron radius Rc which finally approached about 2.65.
机译:基于经典的扩散受限聚集(DLA)理论模型,提出了两个更实用的改进模型,它们是更实际使用的:逐步限制和反应受限的三维分形聚集。利用回旋加速器半径法计算了分形维数和孔隙率,以研究有限步长和反应概率对絮体生长分形模拟结果的影响。随着阶梯的变小,将形成高度组装的聚集体,有助于减小回旋加速器半径Rc,最终使回旋加速器半径Rc减小至约2.40,其分形特性变得越来越不明显。反应概率越小,粒子的移动空间就越大,从而导致絮凝物内部变得更致密,其特征是回旋加速器半径Rc逐渐减小,最终减小到大约2.65。

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