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Application of tests of goodness of fit in determining the probability density function for spacing of steel sets in tunnel support system

机译:拟合优度检验在确定隧道支护系统钢结构间距概率密度函数中的应用

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One of the conventional methods for temporary support of tunnels is to use steel sets with shotcrete. The nature of a temporary support system demands a quick installation of its structures. As a result, the spacing between steel sets is not a fixed amount and it can be considered as a random variable. Hence, in the reliability analysis of these types of structures, the selection of an appropriate probability distribution function of spacing of steel sets is essential. In the present paper, the distances between steel sets are collected from an under-construction tunnel and the collected data is used to suggest a proper Probability Distribution Function (PDF) for the spacing of steel sets. The tunnel has two different excavation sections. In this regard, different distribution functions were investigated and three common tests of goodness of fit were used for evaluation of each function for each excavation section. Results from all three methods indicate that the Wakeby distribution function can be suggested as the proper PDF for spacing between the steel sets. It is also noted that, although the probability distribution function for two different tunnel sections is the same, the parameters of PDF for the individual sections are different from each other.
机译:隧道临时支撑的常规方法之一是使用带有喷射混凝土的钢结构。临时支持系统的性质要求快速安装其结构。结果,钢组之间的间隔不是固定的量,并且可以认为是随机变量。因此,在这些类型结构的可靠性分析中,选择合适的钢结构间距概率分布函数至关重要。在本文中,从在建隧道中收集钢组之间的距离,并使用收集到的数据来建议钢组间距的适当概率分布函数(PDF)。隧道有两个不同的开挖段。在这方面,研究了不同的分布函数,并使用三个通用的拟合优度检验来评估每个开挖段的每个函数。所有这三种方法的结果均表明,可以将Wakeby分布函数建议为钢组之间间距的适当PDF。还应注意,尽管两个不同隧道区段的概率分布函数相同,但各个区段的PDF参数彼此不同。

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