基于可解释机器学习的带抗剪键RC板柱节点抗冲切承载力预测

PREDICTION OF PUNCHING SHEAR CAPACITY OF RC SLAB-COLUMN CONNECTIONS WITH SHEAR STUDS BASED ON INTERPRETABLE MACHINE LEARNING

  • 摘要: 弯矩和剪力共同作用下RC板柱节点冲切破坏影响因素众多,传统基于经验或半经验公式的承载力模型尚面临精度不足难题。该文提出了带抗剪键板柱节点承载力预测的可解释机器学习模型,基于XGBoost模型学习几何、材料等高维特征参数与抗冲切承载力隐式映射关系,结合SHAP解释方法对参数敏感性进行分析。构建了包括235个试件的抗剪键RC板柱节点冲切数据库,将所提方法与其他机器学习模型和规范公式比较,评估了所提出模型的有效性。结果表明:该文提出的模型在预测准确性和稳定性方面表现优越,其预测结果的均值、标准差和变异系数分别为1.00、0.07和7.2%,优于传统模型和规范公式。通过SHAP方法量化了各参数对板柱节点抗冲切承载力的影响,结果发现,构件几何特征对板柱节点的抗冲切承载力具有主导影响,有效高度d为最关键的变量,其次是距离柱1.5d范围内抗剪键的面积,影响约为d的35%左右,而材料特性的影响相对较小。

     

    Abstract: Numerous factors influence the punching shear failure of RC slab-column connections under the combined action of bending moment and shear force. Traditional load-bearing capacity models based on empirical or semi-empirical formulas still face the challenge of insufficient accuracy. This paper proposed an interpretable machine learning model for predicting the load-bearing capacity of slab-column connections with shear reinforcement. The model leverages the XGBoost algorithm to learn the implicit mapping relationship between high-dimensional parameters, such as geometric and material properties and the punching shear capacity. The SHAP interpretation method is used to analyze the sensitivity of parameters. A punching shear database of RC slab-column connections with shear reinforcement, consisting of 235 specimens, was constructed. The proposed method was compared with other machine learning models and code-based formulas to assess its effectiveness. Results show that the proposed model outperforms other models and code-based formulas in terms of prediction accuracy and stability, with mean, standard deviation and coefficient of variation of the prediction results being 1.00, 0.07 and 7.2%, respectively. Using the SHAP method, the influence of each parameter on the punching shear capacity of slab-column connections was quantified. It is found that the geometric properties of the components dominate the punching shear capacity, with the effective depth d being the most critical variable, followed by the shear reinforcement area within a range of 1.5 d from the column face, which accounts for about 35% of the influence of d, while the influence of material properties is relatively minor.

     

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