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Effect of sediment form and form distribution on porosity: a simulation study based on the discrete element method

机译:沉积物形态和形态分布对孔隙度的影响——基于离散元法的模拟研究

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摘要

Abstract Porosity is one of the key properties of dense particle packings like sediment deposits and is influenced by a multitude of grain characteristics such as their size distribution and shape. In the present work, we focus on the form, a specific aspect of the overall shape, of sedimentary grains in order to investigate and quantify its effect on porosity, ultimately deriving novel porosity-prediction models. To this end, we develop a robust and accurate simulation tool based on the discrete element method which we validate against laboratory experiments. Utilizing digital representations of actual sediment from the Rhine river, we first study packings that are composed of particles with a single form. There, porosity is found to be mainly determined by the inverse equancy, i.e., the ratio of the longest to the smallest form-defining axis. Only for small ratios, additional shape-related properties become relevant, as revealed by a direct comparison to packings of form-equivalent but smooth ellipsoids. Since sediment naturally features form mixtures, we extend our simulation tool to study sediment packings with normally-distributed forms. In agreement with our single form studies, porosity is found to depend primarily on the inverse of the mean equancy. By supplying additional information about a second form factor and the standard deviations, we derive an accurate model for porosity prediction. Due to its simplicity, it can be readily applied to sediment packings for which some measurements of flatness and elongation, the two most common form factors, are available.Graphical abstract
机译:摘要 孔隙率是沉积物等致密颗粒堆积物的关键特性之一,受粒度、在这项工作中,我们专注于沉积颗粒的形式,即整体形状的一个特定方面,以研究和量化其对孔隙度的影响,最终推导出新的孔隙度预测模型。为此,我们开发了一种基于离散元方法的强大而准确的模拟工具,并在实验室实验中进行了验证。利用莱茵河实际沉积物的数字表示,我们首先研究了由单一形式的颗粒组成的填料。在那里,发现孔隙率主要由逆等价性决定,即最长与最小形状定义轴的比率。只有对于较小的比率,其他与形状相关的属性才变得相关,正如与形状等效但光滑的椭球体的填料的直接比较所揭示的那样。由于沉积物自然具有形式混合物的特征,因此我们扩展了我们的模拟工具,以研究具有正态分布形式的沉积物填料。与我们的单一形式研究一致,发现孔隙度主要取决于均值等效性的倒数。通过提供有关第二外形尺寸和标准偏差的附加信息,我们推导出了一个准确的孔隙率预测模型。由于其简单性,它可以很容易地应用于沉积物填料,其中有一些平整度和伸长率的测量,这是两种最常见的形状因素。图形摘要

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