EEMD-LASSO-优化GM(1,N)管道腐蚀速率预测模型

Application of EEMD-LASSO-optimized GM(1, N) model to pipeline corrosion rate prediction

  • 摘要:
    目的 为了评价管道的剩余强度与剩余寿命,并针对性地制定防腐措施,亟需提高管道腐蚀速率的预测精度。
    方法 建立了一种基于集成经验模态分解(Ensemble Empirical Mode Decomposition, EEMD)-套索回归(Least Absolute Shrinkage and Selection Operator, LASSO)-优化一阶多维灰色模型〔First Order Multidimensional Grey Model, GM(1,N)〕的腐蚀速率预测模型。首先,采用EEMD算法增加原始自变量的多样性,降低序列波动对预测结果的影响,将隐藏在数据中的信息按照频域尺度逐层分解;之后,采用LASSO算法进行自变量筛选,降低序列间的相关性、冗余性;最后,引入线性修正量和灰色作用量对GM(1,N)模型进行优化,将微分方程变为差分方程,形成优化GM(1,N)模型,并将输入变量代入优化GM(1,N)模型完成训练和预测。
    结果 与CO2分压、SRB(Sulfate Reducing Bacteria)个数相关的影响权重较大,腐蚀过程由CO2控制,共筛选出包括分解变量和残余变量在内的8个自变量;与灰色关联法筛选得到的影响因素相比,LASSO算法具有一定的客观性和科学性;EEMD-LASSO-GM(1,N)模型的平均相对误差为1.25%、标准差为0.72,模型精度超过常规GM(1,N)、EEMD-常规GM(1,N)、EEMD-优化GM(1,N)、EEMD-主成分分析-优化GM(1,N)等模型;通过与文献数据相对比,EEMD-LASSO-GM(1,N)模型的预测精度更高,其在泛化能力和鲁棒性上具有优越性,并在腐蚀影响因素和数据条数不同时,仍具有良好的适应性。
    结论 研究结果可为多因素耦合的管道腐蚀行为预测和腐蚀速率发展趋势的预测提供理论依据及实际参考。

     

    Abstract:
    Objective This study aims to enhance the prediction accuracy of pipeline corrosion rates, evaluate the residual strength and remaining life of pipelines, and develop targeted anti-corrosion strategies.
    Methods A corrosion rate prediction model was established on the basis of Ensemble Empirical Mode Decomposition (EEMD)-Least Absolute Shrinkage and Selection Operator (LASSO) and optimized First Order Multidimensional Grey Model i.e., GM(1, N). First, the EEMD algorithm was employed to enhance the diversity of the original independent variables, mitigate the impact of sequence fluctuations on prediction results, and decompose data information layer by layer based on frequency scaling. Next, the LASSO algorithm screened independent variables to minimize correlation and redundancy among sequences. Finally, linear correction and grey action were incorporated to optimize the GM(1, N) model by converting the differential equation into a difference equation. The input variables were then substituted into the optimized GM(1, N) model for training and prediction.
    Results In the case presented in this paper, the weight of influence related to CO2 partial pressure and the amount of sulfate-reducing bacteria (SRB) was greater, with the corrosion process primarily controlled by CO2. A total of eight independent variables, including decomposition and residual variables, were screened out. Compared with the influencing factors identified by the grey correlation method, the LASSO algorithm offered a more objective and scientific approach. The EEMD-LASSO-GM(1, N) model achieved an average relative error of 1.25% and a standard deviation of 0.72, surpassing the accuracy of traditional GM(1, N), EEMD-traditional GM(1, N), EEMD-optimized GM(1, N), and EEMD-principal component analysis (PCA)-optimized GM(1, N). Furthermore, the EEMD-LASSO-GM(1, N) model demonstrated the highest prediction accuracy and superior generalization and robustness compared to literature data. It also exhibited good adaptability to variations in corrosion influencing factors and data quantities.
    Conclusion The research findings offer a theoretical foundation and practical reference for predicting multi-factor coupled pipeline corrosion behavior and corrosion rate development trends.

     

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