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Probabilistic Characterization of Site-Specific Correlation between Geotechnical Parameters Using Limited Site Observation Data

机译:使用有限的站点观测数据对岩土参数之间特定站点相关性的概率表征

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Characterization of correlation between geotechnical parameters is important in engineering practice, particularly in probabilistic assessment and design. However, geotechnical parameters data obtained from field or laboratory tests of a site are usually limited and insufficient to provide a meaningful joint probability distribution of geotechnical parameters or to quantify their correlation. To address this challenge, Markov Chain Monte Carlo (MCMC) simulation-based Bayesian approaches are developed, for probabilistic characterization of site-specific joint probability distribution of geotechnical parameters and quantification of their correlation, using limited site observation data. Consider, for example, two geotechnical parameters X and Y with a correlation coefficient, ρ_(XY) between them. In this study, two ways of modelling ρ_(XY) are presented, which depend on availability of existing empirical model between X and Y. The proposed approaches probabilistically integrates the limited site-specific observation data pairs of X and Y with prior knowledge under a Bayesian framework. The integrated knowledge is transformed into a large number of X and Y sample pairs using MCMC simulation. Using the generated X and Y sample pairs, ρ_(XY) between X and Y is estimated and the marginal distributions of X and Y are evaluated. The approaches are illustrated and validated using real geotechnical data.
机译:在工程实践中,特别是在概率评估和设计中,岩土参数之间的相关性表征非常重要。然而,从现场的现场或实验室测试获得的岩土参数数据通常是有限的,并且不足以提供有意义的岩土参数联合概率分布或量化它们的相关性。为了解决这一挑战,开发了基于马尔可夫链蒙特卡罗(MCMC)仿真的贝叶斯方法,用于使用有限的站点观测数据对岩土参数的特定于站点的联合概率分布进行概率表征并对其相关性进行量化。例如,考虑两个岩土参数X和Y,它们之间的相关系数为ρ_(XY)。在这项研究中,提出了两种建模ρ_(XY)的方法,这取决于X和Y之间现有的经验模型的可用性。所提出的方法将X和Y的有限站点特定观测数据对与先验知识在一个条件下进行了概率集成。贝叶斯框架。使用MCMC模拟将集成的知识转换为大量的X和Y样本对。使用生成的X和Y样本对,可以估计X和Y之间的ρ_(XY)并评估X和Y的边际分布。使用真实的岩土数据对这些方法进行了说明和验证。

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