基于粒子群优化的瑞利波频散曲线多次反演加权平均

Jamhir Safani, Rezki Wirawan, Al Rubaiyn Rubaiyn, Mohd Nawawi, Toshifumi Matsuoka
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引用次数: 0

摘要

横波速度是岩土工程中研究液化、寻找建筑物地下室基岩和确定地下空腔存在的重要参数。本研究旨在开发并评估粒子群优化(MI-PSO)算法的多重反演精度,该算法具有加权平均解。将该算法应用于瑞利波频散数据中,用于岩土工程场地表征。采用HVL模型和复杂模型(即兼具LVL和HVL特征的模型的组合)两种综合模型进行算法测试。这些合成模型复制了岩土工程案例中经常遇到的地下特征。综合数据测试表明,带加权平均解的MI-PSO算法具有较好的效果。采用加权平均方法的MI-PSO技术比传统的平均方法能更好地求解该模型。当应用于两个现场数据集时,加权平均解的MI-PSO算法可以根据观测到的色散曲线特征描绘出与定性解释一致的目标模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Weighted Average of Multiple Inversions of Rayleigh Wave Dispersion Curve Using Particle Swarm Optimization for Geotechnical Site Characterization

Shear wave velocity is an important parameter in geotechnical engineering for studying liquefaction, finding bedrock for the basement of a building, and figuring out the presence of subsurface cavities. This study aims to develop and evaluate the accuracy of the multiple inversions by the Particle Swarm Optimization (MI-PSO) algorithm with a weighted average solution. This algorithm is applied to Rayleigh wave dispersion data for geotechnical site characterization. Two synthetic models, the HVL model and the complex model (i.e., a combination of models with LVL and HVL characteristics), are used to conduct algorithm tests. These synthetic models replicate subsurface characteristics that are frequently encountered in geotechnical cases. Synthetic data tests show that the MI-PSO algorithm with a weighted average solution works excellently. The MI-PSO technique with a weighted average solution resolves the model better than the conventional average solution. When applied to two field data sets, the MI-PSO algorithm with a weighted average solution can delineate target models that are consistent with the qualitative interpretation based on the observed dispersion curve characteristics.

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