Multi-scale morphological quantification of particle based on altitude-to-chord ratio

IF 2.9 3区 工程技术
Huayu Qi, Wei Liu, Da Yang, Fuyuan Qin
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Abstract

Quantification of particle morphology plays a crucial role in studying the physical properties of materials. Current methods for quantifying particle morphology using image analysis technology have many limitations. To address this issue, we propose a morphology quantization approach based on the principle of altitude-to-chord ratio, referred to as the ACR morphology quantization approach. This approach calculates corresponding descriptors for particle surface texture, angularity, and form across three different scales of morphological characteristics. It has established a multi-scale quantitative method to describe particle morphology. The surface texture descriptor calculated therein is unaffected by macroscopic scale variations and exhibits strong stability. Utilization of angularity descriptor results in sorting outcomes that are completely identical with manual visual assessments when applied to Krumbein’s standard particle chart and Powers’ angularity grading chart. It can also distinguish particles with different levels of angular grades within these charts quite distinctly. The form descriptors focus on how close the particles approximate to a circle along with the macroscopic scale of the particles. And it is possible to measure the distance between the concave boundary and the opposite edge in concave particles, which is a piece of information that is often overlooked in existing descriptors. Through the calculation of actual particles, it was demonstrated that the ACR quantification approach provides a complete and objective characterization of particles and the quantified results are consistent with human subjective perceptions.

Graphical Abstract

Abstract Image

基于高弦比的粒子多尺度形态量化
粒子形态的定量研究在研究材料的物理性质中起着至关重要的作用。目前使用图像分析技术定量颗粒形态的方法有许多局限性。为了解决这个问题,我们提出了一种基于高度弦比原理的形态学量化方法,称为ACR形态学量化方法。该方法在三种不同的形态特征尺度上计算粒子表面纹理、角度和形状的相应描述符。建立了描述颗粒形态的多尺度定量方法。其中计算的表面纹理描述子不受宏观尺度变化的影响,具有较强的稳定性。当应用于Krumbein的标准粒子图和Powers的角度分级图时,角度描述符的使用导致排序结果与手动视觉评估完全相同。它还可以很清楚地区分这些图表中不同角度等级的颗粒。形式描述符关注的是粒子与圆的近似程度以及粒子的宏观尺度。并且可以测量凹粒子中凹边界与对边之间的距离,这是现有描述符中经常被忽略的一条信息。通过对实际粒子的计算,证明了ACR量化方法对粒子进行了完整、客观的表征,量化结果与人的主观感知一致。图形抽象
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来源期刊
Granular Matter
Granular Matter MATERIALS SCIENCE, MULTIDISCIPLINARY-MECHANICS
CiteScore
4.30
自引率
8.30%
发文量
95
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.
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