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A novel method based on Bayesian regularized artificial neural networks for measurement uncertainty evaluation

机译:一种基于贝叶斯正规化人工神经网络的新型方法,用于测量不确定性评价

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Coordinate measuring machines (CMMs) are complex measuring systems that are widely used in manufacturing industry for form, size, position, and orientation assessment. In essence, these systems collect a set of individual data points that in practice is often a relatively small sample of an object. Their software then processes these points in order to produce a geometric result or to establish a local coordinate system from datum features. The subject of CMM evaluation is a broad and multifaceted one. This paper is concerned with the uncertainty in the coordinates of each point within the measuring volume of the CMM. Therefore, a novel method for measurement uncertainty evaluation using limited-size data sets is conceived and developed. The proposed method is based on a Bayesian regularized artificial neural network (BRANN) model consisting of three inputs and one output. The inputs are: the nominal coordinates; the ambient temperature; and the temperature of the workpiece. The output is the measured (actual) coordinates. An algorithm is developed and implemented before training the BRANN in order to map each nominal coordinate associated with the other inputs to the target coordinate. For validation the model is trained using a relatively small sample size of ten data sets to predict the variability of a larger sample size of ninety data sets. The calculated uncertainty is improved by more than 80% using the predicted variability compared to the uncertainty from the limited sample data set.
机译:坐标测量机(CMMS)是复杂的测量系统,广泛用于制造业,用于形成形式,尺寸,位置和方向评估。从本质上讲,这些系统在实践中收集一组单独的数据点通常是对象的相对较小的样本。然后,他们的软件处理这些点以产生几何结果或建立从基准特征的本地坐标系。 CMM评估的主题是一种宽泛和多方面。本文涉及CMM测量体积内各点的坐标中的不确定性。因此,构思和开发了一种使用有限尺寸数据集进行测量不确定性评估的新方法。所提出的方法基于由三个输入和一个输出组成的贝叶斯正则化人工神经网络(Brann)模型。输入是:标称坐标;环境温度;和工件的温度。输出是测量的(实际)坐标。在训练Brann之前开发和实现算法,以便将与其他输入相关联的每个标称坐标映射到目标坐标。为了验证,使用十个数据集的相对较小的样本大小进行模型,以预测九十数据集的更大样本大小的可变性。与来自有限样本数据集的不确定性相比,计算出的不确定性通过预测的可变性提高了80%以上。

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