Granular material is showing very often in geotechnical engineering, petroleum engineering, material science and physics. The packings of the granular material play a very important role in their mechanical behaviors, such as stress-strain response, stability, permeability and so on. Although packing is such an important research topic that its generation has been attracted lots of attentions for a long time in theoretical, experimental, and numerical aspects, packing of granular material is still a difficult and active research topic, especially the generation of random packing of non-spherical particles. To this end, we will generate packings of same particles with same shapes, numbers, and same size distribution using geometry method and dynamic method, separately. Specifically, we will extend one of Monte Carlo models for spheres to ellipsoids and poly-ellipsoids.
翻译:颗粒材料在地质技术工程、石油工程、材料科学和物理学中经常出现,颗粒材料的包装在其机械行为中发挥着非常重要的作用,例如压力-压力-压力-压力-压力-反应、稳定性、渗透性等等。尽管包装是一个重要的研究课题,其生成在理论、实验和数字方面长期以来引起许多注意,但颗粒材料的包装仍然是一个困难和积极的研究课题,特别是生成非球粒子的随机包装。为此,我们将分别使用几何法和动态法产生形状、数量和大小分布相同的相同微粒。具体地说,我们将将蒙特卡洛模型中的一个模型扩大到环球和多球体。</s>