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Gross Error Discrimination of Dynamic Measurement Data Based on Fuzzy Clustering

机译:基于模糊聚类的动态测量数据粗差判别

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Describing gross error with Fuzzy Mathematics' membership degree, this paper proposed a fuzzy description method of dynamic measurement error data; combining with clustering analysis, the gross error-distinguishing model of fuzzy clustering is built. The partition of error characteristic class is completed on the base of analyzing the fuzzy relation, the transformation of fuzzy relation and the fuzzy equivalence relation. The gross error-classify method based on fuzzy quantity C-means clustering proposed consist of the Membership function and the fuzzy relation between fuzzy clusters, the fuzzy clustering sets and the quantity evaluation function, the fuzzy variance of fuzzy class and the fuzzy variance between classes, the object function, and the Convergence conditions of algorithm. The logic structure of the algorithm is clear and the algorithm needs less operation time. The algorithm has certain self- adjust function since the data characteristic analysis is introduced into the algorithm. In the dynamic circular division measurement system, the use of the gross error-classify method enables the dynamic measurement accuracy to improve by 80%, and to reach 7 arc-seconds.
机译:用模糊数学的隶属度描述粗误差,提出了动态测量误差数据的模糊描述方法。结合聚类分析,建立了模糊聚类的总误差判别模型。在分析模糊关系,模糊关系的变换和模糊等价关系的基础上,完成了误差特征类的划分。提出了一种基于模糊量C均值聚类的粗差分类方法,包括隶属度函数和模糊聚类之间的模糊关系,模糊聚类集和数量评估函数,模糊类的模糊方差和类之间的模糊方差。 ,目标函数和算法的收敛条件。该算法的逻辑结构清晰,算法需要较少的运算时间。由于将数据特征分析引入到算法中,因此该算法具有一定的自调整功能。在动态圆分测量系统中,使用总误差分类方法可使动态测量精度提高80%,并达到7弧秒。

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