非饱和土有效应力参数:基于演化的预测模型

A. Asr, A. Javadi
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引用次数: 3

摘要

利用受有效应力参数影响的应力方程计算的有效应力直接影响非饱和土的变形和破坏。本文采用基于数据挖掘的进化多项式回归(EPR)方法,建立了非饱和土有效应力参数的预测模型。提出的建模方法采用进化计算技术来寻找结构化和显式的多项式模型。将已有的遗传算法与最小二乘法相结合,对所建立的多项式结构中的所有项搜索最合适的多项式结构及其相应的参数。本研究采用文献中一组非饱和土试验结果(三轴试验)建立预测模型。一旦模型完成,它将根据其使用输入参数进行预测的性能进行评估,这些参数之前是不可见的,以验证泛化能力(对新输入数据的输出进行预测)。该模型的预测结果与实验室测试的实际测量数据以及基于人工神经网络的模型进行了比较。还进行了敏感性分析,以评估输入参数对所开发模型的贡献的水平和形式。结果表明,所建立的模型能够成功地以较高的精度捕获并重新开发模型中所涉及的输入参数之间的内在联系,从而有助于准确地产生有效应力参数预测,不仅在模型预测的准确性和泛化能力方面能够与人工神经网络模型竞争;而且在结构、简单性和透明性方面也优于人工神经网络模型。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Effective stress parameter in unsaturated soils: an evolutionary-based prediction model
Deformations and failures in unsaturated soils are influenced directly by the effective stress calculated using the stress equation affected by the effective stress parameter. A data mining-based approach, the Evolutionary Polynomial Regression (EPR), is implemented in this research to develop a prediction model for the effective stress parameter in unsaturated soils. The proposed modelling approach takes an evolutionary computing technique to for finding polynomial models that are structured and explicit. A combination of the well-established genetic algorithm method and the least square approach are implemented to search for the most suitable polynomial structures and their corresponding parameters for all terms in the developed polynomial structure. A set of unsaturated soil experimental results (triaxial tests) from literature were used in this study to develop the prediction model. Once the model completed it was evaluated based on its performance for making predictions using input parameters that were previously kept unseen to validate generalization capabilities (making predictions of the output for new input data). The predictions made by the model, were compared to actual measured data from the lab tests as well as an Artificial Neural Network based model. A sensitivity analysis was also done to assess the level and form of contributions that input parameters had to the developed model. The results showed that the developed model could successfully and to a high level of accuracy capture and redevelop the intrinsic connections between the input parameters involved in the model to help produce accurate the effective stress parameter predictions that can not only compete with the artificial neural network model in terms of accuracy of the model predictions and generalisation capabilities; but also outperform the artificial neural network model with regards to the structure, simplicity and transparency.
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