The algorithm for denoising point clouds of annular forgings based on Grassmann manifold and density clustering

聚类分析 点云 歧管(流体力学) 降噪 点(几何) 锻造 算法 格拉斯曼的 计算机科学 数学 人工智能 材料科学 几何学 纯数学 机械工程 工程类 冶金
作者
Yucun Zhang,An Wang,Tao Kong,Xiaolong Fu,Dongqing Fang
出处
期刊:Measurement Science and Technology [IOP Publishing]
卷期号:35 (11): 115004-115004
标识
DOI:10.1088/1361-6501/ad66f0
摘要

Abstract In the industrial sector, annular forgings serve as critical load-bearing components in mechanical equipment. During the production process, the precise measurement of the dimensional parameters of annular forgings is of paramount importance to ensure their quality and safety. However, owing to the influence of the measurement environment, the manufacturing process of annular forgings can introduce varying degrees of noise, resulting in inaccurate dimensional measurements. Therefore, researching methods for three-dimensional point cloud data to eliminate noise in annular forging point clouds is of significant importance for improving the accuracy of forging measurements. This paper presents a denoising approach for three-dimensional point cloud data of annular forgings based on Grassmann manifold and density clustering (GDAD). First, within the Grassmann manifold, the core points for density clustering are determined using density parameters. Second, density clustering is performed within the Grassmann manifold, with the Cauchy distance replacing the Euclidean distance to reduce the impact of noise and outliers on the analysis results. Finally, a search tree model was constructed to filter out incorrect point cloud clusters. The fusion of clustering results and the search tree model achieved denoising of point cloud data. Simulation experiments on annular forgings demonstrate that GDAD effectively eliminates edge noise in annular forgings and performs well in denoising point-cloud models with varying levels of noise intensity.
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