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Correlations among some clay parameters — the multivariate distribution

机译:某些粘土参数之间的相关性-多元分布

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This paper constructs a 10-dimensional multivariate probability distribution covering 10 clay parameters. The parameters are the liquid limit, plasticity index (PI), liquidity index, effective vertical stress, undrained shear strength, sensitivity, and three piezocone test parameters. A CLAY/10/7490 database is compiled in a companion paper for this purpose. The database consists of 7490 data points from 251 studies. The number of data points associated with each study varies from 1 to 419 with an average 30 data points per study. The clay properties cover a wide range of overconsolidation ratios (but mostly 1~10), a wide range of sensitivity (S_t) (sites with S_t = 1~tens or hundreds are fairly typical), and a wide range of PI (but mostly 8~100). The constructed multivariate probability distribution can be used as a prior distribution to derive the joint distribution of design parameters based on limited but site-specific field data. Note that the entire joint distribution of the 10 clay parameters is derived, not marginal distributions or simply means and coefficients of variation. These multiple design parameters can be updated from multiple field measurements, which is more useful than updating one design parameter using one field measurement that is typical in current practice. This paper also demonstrates that it is practical to build multivariate probability models by combining available bivariate models, which are prevalent in the geotechnical engineering correlation literature. The proposed approach circumvents the need to collect multivariate data, which are rarely found in typical site investigation programs.
机译:本文构建了涵盖10个黏土参数的10维多元概率分布。这些参数是液体极限,可塑性指数(PI),流动性指数,有效垂直应力,不排水的剪切强度,灵敏度和三个压电锥测试参数。为此,在随附的文件中编译了CLAY / 10/7490数据库。该数据库包含来自251个研究的7490个数据点。与每个研究相关的数据点数量从1到419不等,每个研究平均30个数据点。粘土特性涵盖了广泛的超固结率(但大多为1〜10),敏感性(S_t)的广泛范围(S_t = 1〜数十或数百的位点是相当典型的)和多种PI(但主要是8〜100)。构造的多元概率分布可以用作先验分布,以基于有限但特定于现场的现场数据得出设计参数的联合分布。请注意,得出的是10个黏土参数的整个联合分布,而不是边际分布,或者仅是均值和变异系数。可以从多个现场测量值更新这些多个设计参数,这比使用当前实践中典型的使用一个现场测量值更新一个设计参数更有用。本文还证明,通过组合可用的双变量模型来构建多元概率模型是可行的,该模型在岩土工程相关文献中很普遍。所提出的方法避免了收集多元数据的需求,而这些数据在典型的现场调查程序中很少见。

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