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arXiv 2501.18376cs.CVeess.IVstat.AP

混凝土中的裂缝

Cracks in concrete

Fraunhofer ITWM(弗劳恩霍夫信息技术与通信技术研究所);Technische Universität Kaiserslautern(凯泽斯劳滕工业大学)

Tin Barisin, Christian Jung, Anna Nowacka, Claudia Redenbach, Katja Schladitz

AI总结:

本文提出了一种生成半合成图像数据以训练3D U-Net或随机森林等模型的方法,用于分割混凝土3D图像中的裂缝,并引入了具有尺度不变性的RieszNet网络,以应对裂缝厚度变化大的挑战。

摘要:

在混凝土图像中发现并正确分割裂缝是一项具有挑战性的任务。裂缝细长且粗糙,由于充满空气,在计算机断层扫描获取的3D图像中产生的对比度非常弱。增强和分割暗的低维结构本身就已经很困难。异质的混凝土基质和图像的尺寸进一步增加了复杂性。机器学习(ML)方法已被证明,在足够且标注良好的数据上训练时,能够解决困难的分割问题。然而,到目前为止,根本没有多少关于裂缝的3D图像数据可用,更不用说标注过的数据了。交互式标注容易出错,因为人类可以很容易地区分猫和狗,或者区分没有汽车的道路和有汽车的道路,但很难决定在2D切片中看到的细长暗结构是否在下一个切片中继续存在。通过合成、模拟的图像来训练网络是一种优雅的解决方法,但也带来了自身的挑战。在这项贡献中,我们描述了如何生成半合成图像数据,以训练像著名的3D U-Net或随机森林这样的CNN,用于分割混凝土3D图像中的裂缝。真实裂缝的厚度变化很大,无论是在同一条裂缝内,还是在同一样本中的不同裂缝之间。因此,分割方法应该对尺度变化具有不变性。我们引入了所谓的RieszNet,正是为此目的而设计的。最后,我们讨论了如何将ML裂缝分割方法推广到其他混凝土类型。

英文摘要:

Finding and properly segmenting cracks in images of concrete is a challenging task. Cracks are thin and rough and being air filled do yield a very weak contrast in 3D images obtained by computed tomography. Enhancing and segmenting dark lower-dimensional structures is already demanding. The heterogeneous concrete matrix and the size of the images further increase the complexity. ML methods have proven to solve difficult segmentation problems when trained on enough and well annotated data. However, so far, there is not much 3D image data of cracks available at all, let alone annotated. Interactive annotation is error-prone as humans can easily tell cats from dogs or roads without from roads with cars but have a hard time deciding whether a thin and dark structure seen in a 2D slice continues in the next one. Training networks by synthetic, simulated images is an elegant way out, bears however its own challenges. In this contribution, we describe how to generate semi-synthetic image data to train CNN like the well known 3D U-Net or random forests for segmenting cracks in 3D images of concrete. The thickness of real cracks varies widely, both, within one crack as well as from crack to crack in the same sample. The segmentation method should therefore be invariant with respect to scale changes. We introduce the so-called RieszNet, designed for exactly this purpose. Finally, we discuss how to generalize the ML crack segmentation methods to other concrete types.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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