首页> 外文期刊>The Astrophysical journal >NUMERICAL SIMULATION OF DUST AGGREGATE COLLISIONS. Ⅰ. COMPRESSION AND DISRUPTION OF TWO-DIMENSIONAL AGGREGATES
【24h】

NUMERICAL SIMULATION OF DUST AGGREGATE COLLISIONS. Ⅰ. COMPRESSION AND DISRUPTION OF TWO-DIMENSIONAL AGGREGATES

机译:灰尘团聚的数值模拟。 Ⅰ。二维骨料的压缩和破坏

获取原文
获取原文并翻译 | 示例
获取外文期刊封面目录资料

摘要

We carry out numerical simulations of dust aggregate collisions to study the compression and disruption processes of aggregates in their growth. To compare with the pioneering studies of Dominik & Tielens, we focus on two-dimensional head-on collisions, in which we obtain similar results for compression and disruption to theirs. In addition to the similarities, we examine the dependence of the collisional outcomes on the aggregate size and the parameters relevant to the particle interaction in detail by treating large aggregates that consist of up to 2000 particles. Compression of aggregates by collisions reduces the radius of gyration and increases the number of contacts between the constituent particles. Our results show that the changes in the gyration radius and the number of contacts after impact depend on the impact energy and that the dependence is scaled by the energy necessary to roll all contacts. We provide empirical formulae for the changes in the gyration radius and the number of contacts. Furthermore, we find that the degree of maximum compression is determined by the ratio of rolling energy to breaking energy. This indicates that ice aggregates become more compact than quartz aggregates in the same impact conditions. Any aggregates are catastrophically disrupted when the impact energy exceeds approximately 10 times the energy necessary to break all contacts. Our results, however, suggest that it becomes harder to disrupt the aggregates with an increasing number of particles.
机译:我们进行了粉尘聚集体碰撞的数值模拟,以研究聚集体在其生长过程中的压缩和破坏过程。为了与Dominik&Tielens的开创性研究进行比较,我们专注于二维正面碰撞,在碰撞中我们获得了相似的压缩和破坏结果。除了相似之处之外,我们还通过处理包含多达2000个粒子的大型聚集体,详细研究了碰撞结果对聚集体尺寸和与颗粒相互作用相关参数的依赖性。碰撞对聚集体的压缩减小了回转半径,并增加了组成颗粒之间的接触数。我们的结果表明,撞击后回转半径和触点数量的变化取决于撞击能量,并且依赖关系取决于滚动所有触点所需的能量。我们提供了旋转半径和触点数量变化的经验公式。此外,我们发现最大压缩程度取决于滚动能量与断裂能量的比值。这表明在相同的冲击条件下,冰聚集体比石英聚集体更致密。当冲击能量超过破坏所有接触所需能量的约10倍时,任何聚集体都会遭受灾难性破坏。然而,我们的结果表明,随着颗粒数量的增加,破坏聚集体变得越来越困难。

著录项

相似文献

  • 外文文献
  • 中文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号