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Formulation of a general gradation curve and its transformation to equivalent sigmoid form to represent grain size distribution

机译:绘制一般的灰度曲线并将其转化为等效的S形以表示粒度分布

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This paper proposes the trunk-additive equation to represent grain size distribution (GSD) also called particle size distribution (PSD). The general form of the equation used in research can be transformed to the sigmoid form observed in granular production. Proposed equation covers the whole granulometric canvas from powders but mostly from silts to large open-graded curves. This paper also illustrates some of the capabilities of the trunk-additive equation. Proposed equation of GSD allows staying as close as possible to the maximum density curve while truncating fines in order to create a gap to release pore pressure and increase drainage. Proposed equation also represents addition of fines particles to study clogging or plasticisation. When combining two or more of these curves, one creates bimodal or multimodal curves.
机译:本文提出了躯干加性方程来表示粒度分布(GSD),也称为粒度分布(PSD)。研究中使用的方程的一般形式可以转换成颗粒生产中观察到的S形形式。提议的方程式涵盖了从粉末到整个粒度帆布,但主要是从粉砂到大的开放渐变曲线。本文还说明了躯干加性方程的一些功能。建议的GSD方程允许在截断细粉的同时尽可能地靠近最大密度曲线,以创建间隙来释放孔隙压力并增加排水。提出的方程式还表示添加细粉以研究堵塞或增塑。当组合两条或多条这些曲线时,会创建双峰或多峰曲线。

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