基于吉布斯采样与压缩感知的二维非平稳 CPT 数据快速插值方法

Translated title of the contribution: Efficient simulation of 2D non-stationary CPT data using Gibbs sampling and compressive sampling

朱文清, 赵腾远*, 宋超, 王宇, 许领

*Corresponding author for this work

Research output: Journal Publications and ReviewsRGC 21 - Publication in refereed journalpeer-review

Abstract

Cone penetration test (CPT) is commonly used to determine the stratification of underground soil and the mechanical parameters of soils in stratification. Due to time, resources and/or technical constraints, the number of CPT soundings along with a horizontal direction is generally limited. In such cases, spatial interpolation or stochastic simulation methods is a necessary choice to estimate CPT data at un-sampled locations. The paper proposes an efficient method for simulating CPT data at an un-sampled locations directly from a limited number of CPT records. The approach couples the framework of 2D Bayesian compressive sensing with Gibbs sampling, where Kronecker product is introduced for facilitating its simulation efficiency. Both numerical simulations and case histories are used to illustrate the presented method. Results show that the proposed method is reasonable, which can not only reflect the non-stationary characteristics of the date, but also significantly reduce the time cost and have reasonable adaptability after using the sequential updating technique. In addition, the accuracy and reliability of interpolation are negatively and positively proportional to the distance from existing CPT soundings and the number of of existing CPT soundings, which demonstrates the data-driven nature of the proposed method.
Translated title of the contributionEfficient simulation of 2D non-stationary CPT data using Gibbs sampling and compressive sampling
Original languageChinese (Simplified)
Pages (from-to)98-108
Journal土木与环境工程学报(中英文)
Volume44
Issue number5
DOIs
Publication statusPublished - Oct 2022

Research Keywords

  • 场地概率勘察
  • 空间变异性
  • 机器学习
  • 数据驱动
  • 马尔科夫链蒙特卡洛
  • probabilistic site investigation; spatial variability; machine learning methods; data-driven methods; Markov Chain Monte Carlo simulation
  • spatial variability
  • machine learning
  • data-driven
  • Markov Chain Monte Carlo

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