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首页> 外文期刊>KSCE journal of civil engineering >Fuzzy C-Means Cluster Analysis Based on Variable Length String Genetic Algorithm for the Grouping of Rock Discontinuity Sets
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Fuzzy C-Means Cluster Analysis Based on Variable Length String Genetic Algorithm for the Grouping of Rock Discontinuity Sets

机译:基于可变长度串遗传算法的岩石不连续集合的模糊C型群体分析

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摘要

Discontinuities have huge impact on civil and mining engineering. To understand the spatial features of discontinuities, it is common to group them into different sets based on orientation. In this paper, a new algorithm is introduced for the identification of discontinuity sets. The new algorithm is developed by combined fuzzy C-means algorithm with variable length string genetic algorithm. In the new method, the number of discontinuity sets is not the necessary input parameter any more. This method is robust, global optimal and totally automatic. To verify its validity, the new method was firstly applied to an artificial data as well as a published data. For artificial data set, the assignment error rate is only 7.4%. For published data set, only 2 discontinuities are assigned to wrong sets. The results indicate that the new algorithm is better than fuzzy C-means algorithm and comparable with other common methods. Afterwards, the new method was utilized to analyze the orientation data sampled at an underground storage cavern site. The new method determines that the ideal number of sets is 3. The new method provided satisfactory results, which confirm its effectiveness and convenience.
机译:不连续性对民用和矿业工程产生了巨大影响。要了解不连续性的空间特征,常常将它们分组到基于方向的不同组。本文介绍了一种新算法,用于识别不连续集合。新算法由具有可变长度串遗传算法的组合模糊C型算法开发。在新方法中,不连续集合的数量不再是必要的输入参数。这种方法是强大的,全局最佳的,全自动。为了验证其有效性,首先将新方法应用于人工数据以及已发布的数据。对于人工数据集,分配错误率仅为7.4%。对于已发布的数据集,仅将2个不连续性分配给错误的集合。结果表明,新算法优于模糊C型算法,与其他常用方法相当。之后,利用新方法分析在地下储存洞穴现场采样的定向数据。新方法确定了理想的集合数为3.新方法提供了令人满意的结果,这证实了其有效性和便利性。

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