首页> 外文期刊>Journal of materials in civil engineering >Aggregate Geometry Generation Method Using a Structured Light 3D Scanner, Spherical Harmonics-Based Geometry Reconstruction, and Placing Algorithms for Mesoscale Modeling of Concrete
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Aggregate Geometry Generation Method Using a Structured Light 3D Scanner, Spherical Harmonics-Based Geometry Reconstruction, and Placing Algorithms for Mesoscale Modeling of Concrete

机译:使用结构化光3D扫描仪,球形谐波的几何重建,以及混凝土Messcale建模的放置算法的聚集几何生成方法

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摘要

Mesoscale numerical modeling is an effective method of representing concrete as a three-phase material. Accurate aggregate geometry representation is an important aspect in numerical mesoscale modeling of concrete to predict mechanical properties as well as the damage initiation and fracture propagation. In this paper, a novel approach of three-dimensional (3D) scanning of aggregates using a structured light 3D scanner is presented, and parametric geometry reconstruction of aggregate geometries using spherical harmonics is carried out. This novel method of scanning aggregates is a faster, safer, economical, and convenient method of obtaining the 3D geometry compared with other methods. A comprehensive database of aggregate geometries is developed, and an innovative aggregate-placing algorithm for these aggregates is presented to develop the mesostructure. In addition to the proposed geometry generation method, a novel parametric-based geometry generation and distribution method for polyhedral aggregate shapes is presented, including flaky and elongated particles. Finally, aggregate transferring methods to finite-element software and mesh generation methods are discussed with the challenges and possible methods to overcome these issues.
机译:Messcale数值模型是一种作为三相材料表示混凝土的有效方法。准确的聚集几何形状是混凝土数值介质建模中的重要方面,以预测机械性能以及损伤启动和裂缝扩展。本文提出了一种使用结构光3D扫描仪的三维(3D)扫描的三维(3D)扫描的新方法,并进行了使用球形谐波的聚集几何形状的参数几何重建。与其他方法相比,这种新颖的扫描聚集方法是更快,更安全,经济,以及获得3D几何体的方法。开发了一个综合的聚集几何数据库,并提出了一种创新的聚集体放置算法,用于开发介绍性结构。除了所提出的几何生成方法之外,呈现了一种新的基于参数的几何生成和用于多面体聚集形状的分配方法,包括片状和细长的颗粒。最后,通过挑战和可能的方法讨论了对有限元软件和网格生成方法的聚合方法,以克服这些问题。

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