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Bayesian Probabilistic Approach for the Correlations of Compression Index for Marine Clays

机译:贝叶斯概率系数与海相黏土压缩系数的相关性

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The compression index is an important soil property that is essential to many geotechnical designs. Over the decades, a number of empirical correlations have been proposed to relate the compressibility to other soil index properties, such as the liquid limit, plasticity index, in situ water content, void ratio, specific gravity, etc. The reliability and thus predictability of these correlations are always being questioned. Moreover, selection between simple and complicated models is a difficult task and often depends on subjective judgments. A more complicated model obviously provides "better fit" to the data but not necessarily offers an acceptable degree of robustness to measurement noise and modeling error. In the present study, the Bayesian probabilistic approach for model class selection is used to revisit the empirical multivariate linear regression formula of the compression index. The criterion in the formula structure selection is based on the plausibility of a class of formulas conditional on the measurement, instead of considering the likelihood only. The plausibility balances between the data fitting capability and sensitivity to measurement and modeling error, which is quantified by the Ockham factor. The Bayesian method is applied to analyze a data set of 795 records, including the compression index and other well-known geotechnical index properties of marine clay samples collected from various sites in South Korea. It turns out that the correlation formula linking the compression index to the initial void ratio and liquid limit possesses the highest plausibility among a total of 18 candidate classes of formulas. The physical significance of this most plausible correlation is addressed. It turns out to be consistent with previous studies and the Bayesian method provides the confirmation from another angle.
机译:压缩指数是重要的土壤特性,对许多岩土工程设计都是必不可少的。几十年来,已经提出了许多经验相关性,以将可压缩性与其他土壤指数特性相关,例如液体极限,可塑性指数,原位水含量,空隙率,比重等。可靠性和可预测性这些相关性总是受到质疑。此外,在简单模型和复杂模型之间进行选择是一项艰巨的任务,通常取决于主观判断。更复杂的模型显然可以为数据提供“更好的拟合”,但不一定可以为测量噪声和建模误差提供可接受的鲁棒性。在本研究中,使用贝叶斯概率模型模型选择方法来重新研究经验性的压缩指数多元线性回归公式。公式结构选择中的标准基于一类以测量为条件的公式的合理性,而不是仅考虑似然性。数据拟合能力与对测量和建模误差的敏感性之间的合理性平衡,可以通过Ockham因子进行量化。贝叶斯方法用于分析795个记录的数据集,包括从韩国各个站点收集的海洋黏土样品的压缩指数和其他众所周知的岩土指数属性。结果表明,将压缩指数与初始空隙率和液体极限联系起来的相关公式在总共18个候选公式类别中具有最高的真实性。解决了这种最合理的关联的物理意义。事实证明,这与以前的研究是一致的,而贝叶斯方法则从另一个角度进行了证实。

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