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Uncertainty in data fusion of coordinate measurements (Unsicherheit bei der Datenfusion von Koordinatenmessungen)

机译:坐标测量数据融合中的不确定性(坐标测量数据融合中的不确定性)

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In coordinate metrology, data fusion is either for data improvement or data collection. The reliability and quality of the final measurement result depend not only on the single measurement quality characteristics, but also on the data fusion procedure realization, including the registration process. Registration includes coordinate transformation that leads to the measurement uncertainty transformation. Data fusion requires many operations and represents a complicated multi-stage model. The structure of measurement uncertainty in a point cloud has to be taken into account. Since analytical derivations are complicated in this case, preferably the Monte-Carlo method is used for the uncertainty evaluation. The improvement of the quality of the measurement result by data fusion is achieved by redundancy and appropriate weighting techniques. An example of the form measurement of rotationally symmetric workpieces was discussed. The multiview measurement strategy requires data fusion for data collection. The measurement uncertainty reduction is achieved by the complementary data source (calibration data of support) and the stitching procedure improvement.
机译:在坐标计量中,数据融合是用于数据改进或数据收集。最终测量结果的可靠性和质量不仅取决于单个测量质量特性,还取决于数据融合程序实现,包括注册过程。注册包括坐标转换,导致测量不确定变换。数据融合需要许多操作并表示复杂的多级模型。必须考虑点云中的测量不确定性的结构。由于在这种情况下,分析衍生复杂,因此优选地,Monte-Carlo方法用于不确定评估。通过冗余和适当的加权技术实现了数据融合的测量结果的质量的提高。讨论了旋转对称工件的形式测量的示例。多视图测量策略需要数据融合进行数据收集。通过互补数据源(校准数据)和拼接程序改进来实现测量不确定度降低。

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