Francisco Martinez, Aldo Tamburrino, Valentina Casis, Pablo Ferrer
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引用次数: 2
Abstract
In this paper the effects of size-segregation on flow’s mobility and final morphology of axisymmetric collapses of dry, cohesionless, natural polydisperse grains, were experimentally investigated. Particular attention was paid to effects of initial particle organization of grains on runout properties. Several experiments were conducted on vertical columns of inner radius \(r_{i}\) and height \(h_{i}\), finding a key role of aspect ratio \(a=h_{i}/r_{i}\) on the structure of the dimensionless curves \(r^{*}=(r_{f}-r_{i})/r_{i}\) and \(h^{*}=h_{f}/h_{i}\) vs a. These curves can be characterized by power-law fitting functions, where \(r_{f},h_{f}\) are the final radius and height of deposits. The fitting parameters of these functions show two mobility regimes, but with significant departure from some results reported in literature. These differences emphasize the need of considering the effects of initial arrangement of grains into the column and the non-uniformity of grain-size distribution on these scaling curves. Measurements of the final profiles h(r) are also reported obtaining a persistent “Mexican-hat” shape, although showing a difficulty for defining an universal scaling curve for this data. Coincidentally, the dimensionless energy dissipation parameter (\(\epsilon (a)\)) follows a similar trend as that reported for uniform grains, suggesting that both polydisperse and uniform granular materials dissipate energy almost in the same way.
本文通过实验研究了粒径偏析对干燥、无黏性、天然多分散颗粒轴对称崩塌的流动流动性和最终形态的影响。特别注意了晶粒的初始颗粒组织对跳动性能的影响。对内半径\(r_{i}\)和高度\(h_{i}\)的垂直柱进行了多次实验,发现纵横比\(a=h_{i}/r_{i}\)对无因次曲线\(r^{*}=(r_{f}-r_{i})/r_{i}\)和\(h^{*}=h_{f}/h_{i}\) vs a的结构具有关键作用。这些曲线可以用幂律拟合函数来表征,其中\(r_{f},h_{f}\)为最终的矿床半径和高度。这些函数的拟合参数显示出两种流动性制度,但与文献报道的一些结果有很大的不同。这些差异强调需要考虑晶粒在柱内的初始排列和晶粒尺寸分布的不均匀性对这些结垢曲线的影响。据报道,对最终剖面h(r)的测量也得到了一个持久的“墨西哥帽”形状,尽管很难为该数据定义一个通用的标度曲线。巧合的是,无因次能量耗散参数(\(\epsilon (a)\))与均匀颗粒的趋势相似,表明多分散和均匀颗粒材料的能量耗散方式几乎相同。
期刊介绍:
Although many phenomena observed in granular materials are still not yet fully understood, important contributions have been made to further our understanding using modern tools from statistical mechanics, micro-mechanics, and computational science.
These modern tools apply to disordered systems, phase transitions, instabilities or intermittent behavior and the performance of discrete particle simulations.
>> Until now, however, many of these results were only to be found scattered throughout the literature. Physicists are often unaware of the theories and results published by engineers or other fields - and vice versa.
The journal Granular Matter thus serves as an interdisciplinary platform of communication among researchers of various disciplines who are involved in the basic research on granular media. It helps to establish a common language and gather articles under one single roof that up to now have been spread over many journals in a variety of fields. Notwithstanding, highly applied or technical work is beyond the scope of this journal.