This manuscript provides a collection of new methods for the automated detection of non-overlapping ellipses from edge points. The methods introduce new developments in: (i) robust Monte Carlo-based ellipse fitting to 2-dimensional (2D) points in the presence of outliers; (ii) detection of non-overlapping ellipse from 2D edge points; and (iii) extraction of cylinder from 3D point clouds. The proposed methods were thoroughly compared with established state-of-the-art methods, using simulated and real-world datasets, through the design of four sets of original experiments. It was found that the proposed robust ellipse detection was superior to four reliable robust methods, including the popular least median of squares, in both simulated and real-world datasets. The proposed process for detecting non-overlapping ellipses achieved F-measure of 99.3% on real images, compared to F-measures of 42.4%, 65.6%, and 59.2%, obtained using the methods of Fornaciari, Patraucean, and Panagiotakis, respectively. The proposed cylinder extraction method identified all detectable mechanical pipes in two real-world point clouds, obtained under laboratory, and industrial construction site conditions. The results of this investigation show promise for the application of the proposed methods for automatic extraction of circular targets from images and pipes from point clouds.
翻译:本手稿汇集了从边缘点自动检测非重叠椭圆的新方法。这些方法在以下几个方面带来了新的发展:(一) 以蒙特-卡洛为基地,在外端站站点的2维(2D)点上坚固的蒙特-卡洛椭圆适合2维点(D)点;(二) 从2D边缘点探测不重叠的椭圆;(三) 从3D点云中提取圆筒。拟议方法通过设计四套原始实验,使用模拟和真实世界数据集,与既定的最新方法进行彻底比较,使用模拟和真实世界数据集;发现拟议的稳健的椭圆探测优于四种可靠的稳健方法,包括模拟和现实世界数据集中最受欢迎的方形中位;(二) 从2D边缘点探测非重叠的椭圆流;以及(三) 从3D点云云中提取圆柱子,与F级测量率分别为42.4%、65.6%和59.2%,利用Fnagiotakis方法获得的。拟议的圆柱子探测方法,从模拟和圆层图层图象绘制了两个实验室点上的所有可探测的实验室测云层测量结果。