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      Form-finding of lifting self-forming GFRP elastic gridshells based on machine learning interpretability methods

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      https://www.riss.kr/link?id=A108368257

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      다국어 초록 (Multilingual Abstract)

      Glass fiber reinforced polymer (GFRP) elastic gridshells consist of long continuous GFRP tubes that form elastic deformations. In this paper, a method for the form-finding of gridshell structures is presented based on the interpretable machine learnin...

      Glass fiber reinforced polymer (GFRP) elastic gridshells consist of long continuous GFRP tubes that form elastic deformations. In this paper, a method for the form-finding of gridshell structures is presented based on the interpretable machine learning (ML) approaches. A comparative study is conducted on several ML algorithms, including support vector regression (SVR), K-nearest neighbors (KNN), decision tree (DT), random forest (RF), AdaBoost, XGBoost, category boosting (CatBoost), and light gradient boosting machine (LightGBM). A numerical example is presented using a standard double-hump gridshell considering two characteristics of deformation as objective functions. The combination of the grid search approach and k-fold cross-validation (CV) is implemented for fine-tuning the parameters of ML models. The results of the comparative study indicate that the LightGBM model presents the highest prediction accuracy. Finally, interpretable ML approaches, including Shapely additive explanations (SHAP), partial dependence plot (PDP), and accumulated local effects (ALE), are applied to explain the predictions of the ML model since it is essential to understand the effect of various values of input parameters on objective functions. As a result of interpretability approaches, an optimum gridshell structure is obtained and new opportunities are verified for form-finding investigation of GFRP elastic gridshells during lifting construction.

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      참고문헌 (Reference) 논문관계도

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      10 Kookalani, S., "Shape optimization of GFRP elastic gridshells by the weighted Lagrange ε-twin support vector machine and multi-objective particle swarm optimization algorithm considering structural weight" 33 : 2066-2084, 2021

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      2 Chen, T., "XGBoost : A scalable tree boosting system" 785-794, 2016

      3 Apley, D. W., "Visualizing the effects of predictor variables in black box supervised learning models" 82 (82): 1059-1086, 2020

      4 Lafuente Hernández, E., "Topology optimisation of regular and irregular elastic gridshells by means of a non-linear variational method" 2012 : 147-160, 2013

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      8 Mesnil, R., "Stability of pseudo-funicular elastic grid shells" 30 (30): 27-36, 2015

      9 Tayeb, F., "Stability and robustness of a 300 m2 composite gridshell structure" 49 : 926-938, 2013

      10 Kookalani, S., "Shape optimization of GFRP elastic gridshells by the weighted Lagrange ε-twin support vector machine and multi-objective particle swarm optimization algorithm considering structural weight" 33 : 2066-2084, 2021

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      42 Xiang, S., "An analytic solution for form finding of GFRP elastic gridshells during lifting construction" 244 : 112290-, 2020

      43 Xiang, S., "An analytic approach to predict the shape and internal forces of barrel vault elastic gridshells during lifting construction" 29 : 628-637, 2021

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      45 Das, S., "A Data-driven physics-informed method for prognosis of infrastructure systems: Theory and application to crack prediction" 6 (6): 04020013-, 2020

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