走滑断层作用下管道应变峰值预测方法

Prediction of strain peaks in pipelines under the action of strike-slip faults

  • 摘要:
    目的 走滑断层是埋地管道常见地质灾害类型之一,断层作用往往使管道发生局部大形变而失效,严重威胁管网系统的结构安全,故需快速、准确地预测走滑断层作用下管道的应变峰值。
    方法 基于可分离式残差神经网络(Separable Residual Neural Network, S-ResNet)模型,构建走滑断层作用下管道应变峰值预测模型:为兼顾计算准确性及计算效率,通过管壳单元耦合建立参数化走滑断层作用下管道有限元模型;计算不同管径、壁厚、运行压力、走滑断层位移、土壤参数多因素影响下管道的力学响应,并建立走滑断层作用下的管道应变峰值数据库;将可分离式自注意力机制与残差神经网络模型相融合,利用S-ResNet建立走滑断层作用下管道应变峰值预测模型;采用SHAP(SHapley Additive exPlanation)分析法对所建模型进行全局解释与局部解释分析,得到管道拉应变、压应变峰值预测的关键影响因素。
    结果 以多种工况下有限元模型计算结果为参考值,将新建模型与常用机器学习模型的模拟结果进行对比表明,基于S-ResNet的走滑断层作用下管道应变峰值预测模型具有更高的准确性:当预测拉应变峰值时,新建模型测试集决定系数R2为0.999 61、均方误差(Mean-Square Error, MSE)为3.56×10−8、平均绝对百分比误差(Mean Absolute Percentage Error, MAPE)为1.751%;当预测压应变峰值时,模型测试集的R2、MSE、MAPE分别为0.998 72、2.65×10−7、3.225%。在可解释性分析方面,SHAP分析结果表明,走滑断层作用下的管道应变峰值主要受走滑断层位移、侧向土弹簧极限抗力、管道壁厚、穿越角影响较大。
    结论 基于S-ResNet与SHAP分析法的管道应变峰值预测模型能够快速、精确、可解释地预测走滑断层作用下管道的力学响应,不仅为断层区管道安全评价提供了精准、高效的预测方法,也可为地质灾害段管道数字孪生提供参考。

     

    Abstract:
    Objective Strike-slip faults are common geological hazards affecting buried pipelines. The action of such faults frequently induces significant local deformation and pipeline failure, posing serious risks to the structural integrity of pipeline networks. Therefore, rapid and accurate prediction of strain peaks for pipelines under the action of strike-slip faults is essential.
    Methods A prediction model for strain peaks of pipelines under the action of strike-slip faults was developed based on the Separable Residual Neural Network (S-ResNet) model. To balance computational accuracy and efficiency, a parametric finite-element model was established by coupling pipe and shell elements. Mechanical responses under various factors—including pipe diameter, wall thickness, operating pressure, fault displacement, and soil parameters—were calculated, and a database of strain peaks was established. The separable self-attention mechanism was integrated into the residual neural network to construct the S-ResNet prediction model. Global and local interpretability analysis of the model was conducted using the SHapley Additive exPlanation (SHAP) method, identifying key factors influencing the prediction of tensile and compressive strain peaks.
    Results Using finite element model results under various conditions as references, the S-ResNet–based strain peak prediction model for pipelines under the action of strike-slip faults demonstrated superior accuracy compared to common machine learning models. For tensile strain peak prediction, the model achieved a testing R2 of 0.999 61, a mean square error (MSE) of 3.56×108, and a Mean Absolute Percentage Error (MAPE) of 1.751%. For compressive strain peak prediction, the model achieved a testing R2 of 0.998 72, a MSE of 2.65×107, and a MAPE of 3.225%. In terms of interpretability analysis, SHAP analysis revealed that the strain peak was primarily influenced by strike-slip fault displacement, lateral soil spring ultimate resistance, pipe wall thickness, and crossing angle.
    Conclusion The strain peak prediction model based on S-ResNet and SHAP enables rapid, accurate and interpretable prediction of pipeline mechanical responses under the action of strike-slip faults. It provides an efficient tool for pipeline safety evaluation in fault zones and serves as a valuable reference for digital twin development in geohazard-affected pipeline sections.

     

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