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Divisional Algorithm of Experiment Variation Function

机译:实验变化函数的分割算法

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To optimize the algorithm and improve the efficiency of calculating of Experimental Variation Function (EVF), this paper introduces a divisional algorithm of EVF, converting the coordinates of samples based on Bursa-Wolf model, and calculating the variation function along any direction by grid-segmenting method. By comparing the times of calculation between conventional algorithm and divisional algorithm, the relational expression of times of the two algorithms is obtained. Experimental results indicate that under the conditions of large-sample the calculation times of divisional algorithm is less than that of conventional algorithm, and the calculation results are credible.
机译:为了优化算法并提高实验变化功能的计算效率(EVF),介绍了EVF的分区算法,基于Bursa-Wolf模型转换样品的坐标,并通过网格计算沿任何方向的变化函数 分段方法。 通过比较传统算法和分裂算法之间的计算时间,获得了两种算法的时间的关系表达式。 实验结果表明,在大样本的条件下,分割算法的计算次数小于传统算法的计算时间,并且计算结果是可信的。

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