模糊CT计量:不确定数据的尺寸测量

A. Amirkhanov, C. Heinzl, Christoph Kuhn, J. Kastner, E. Gröller
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引用次数: 14

摘要

通过几何尺寸和公差进行计量是工业制造和质量控制的重要手段。通常使用触觉或光学坐标测量机(cmm)进行尺寸测量。近年来,工业三维x射线计算机断层扫描(3DXCT)越来越多地应用于计量,因为XCT系统具有更高的精度,并且能够在一次扫描中捕获样品的内部和外部结构。利用3DXCT根据扫描的衰减系数估计试样表面的位置。与触觉或光学测量技术相反,表面是不明确的,并且意味着一定的位置不确定性,这取决于扫描数据中的伪影和噪声以及使用的表面提取算法。此外,传统的XCT测量软件没有考虑数据的不确定度。在这项工作中,我们提出的技术,说明不确定性产生在XCT计量数据流。我们的技术为领域专家提供了不确定度可视化,在不同层次上扩展了XCT计量工作流程。开发的技术集成到一个工具中,利用链接视图,智能3D公差标记和绘图功能。所提出的系统能够在不同的细节水平上可视化测量的不确定度。通常已知的几何公差指示是作为智能公差标签提供的。最后,我们将数据的不确定性作为上下文纳入常用的测量图中。所提出的技术提供了对几何公差可靠性的增强洞察,同时保持了领域专家的日常工作流程,为用户提供了关于高不确定性区域性质的额外信息。在与公司合作伙伴合作的基础上,根据领域专家的反馈对所提出的技术进行评估。
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Fuzzy CT Metrology: Dimensional Measurements on Uncertain Data
Metrology through geometric dimensioning and tolerancing is an important instrument applied for industrial manufacturing and quality control. Typically tactile or optical coordinate measurement machines (CMMs) are used to perform dimensional measurements. In recent years industrial 3D X-ray computed tomography (3DXCT) has been increasingly applied for metrology due to the development of XCT systems with higher accuracy and their ability to capture both internal and external structures of a specimen within one scan. Using 3DXCT the location of the specimen surface is estimated based on the scanned attenuation coefficients. As opposed to tactile or optical measurement techniques, the surface is not explicit and implies a certain positional uncertainty depending on artifacts and noise in the scan data and the used surface extraction algorithm. Moreover, conventional XCT measurement software does not consider uncertainty in the data. In this work we present techniques which account for uncertainty arising in the XCT metrology data flow. Our technique provides the domain experts with uncertainty visualizations, which extend the XCT metrology workflow on different levels. The developed techniques are integrated into a tool utilizing linked views, smart 3D tolerance tagging and plotting functionalities. The presented system is capable of visualizing the uncertainty of measurements on various levels-of-detail. Commonly known geometric tolerance indications are provided as smart tolerance tags. Finally, we incorporate the uncertainty of the data as a context in commonly used measurement plots. The proposed techniques provide an augmented insight into the reliability of geometric tolerances while maintaining the daily workflow of domain specialists, giving the user additional information on the nature of areas with high uncertainty. The presented techniques are evaluated based on domain experts feedback in collaboration with our company partners.
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