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On the spurious increase in particle volume fraction during coarsemng simulations

机译:关于粗略模拟过程中粒子体积分数的虚假增加

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摘要

The problem of spurious increase in volume fraction of second-phase particles during computer simulations of coarsening is examined. The origin of this problem is traced to the use of too long a time step (used for numerical integration of growth rates with respect to time) which leads to small particles with large negative growth rates shrinking to negative radii at the end of the time step. Such a shrinkage to negative sizes has the effect of pumping solute into the system. It is therefore suggested that the length of the time step be chosen in accordance with the size of the smallest particle present in the system. It is shown Jhat spurious increase in particle volume has a significant effect on the particle size distributions in the scaling regime (making them broader and more skewed in the Lifshitz-Slyozov-Wagner model). Its effect on coarsening kinedcs, however, is found to be small.
机译:研究了在粗化的计算机模拟过程中,第二相粒子的体积分数虚假增加的问题。此问题的根源可归因于使用了太长的时间步长(用于相对于时间的增长率的数值积分),这导致具有较大负增长率的小颗粒在时间步长的末尾缩小到负半径。这种收缩至负尺寸具有将溶质泵入系统的效果。因此,建议根据系统中存在的最小粒子的大小选择时间步长。研究表明,Jhat杂散体积的虚假增加对缩放比例范围内的粒径分布有重大影响(在Lifshitz-Slyozov-Wagner模型中使其更宽且更偏斜)。但是,它对粗化种类的影响很小。

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