基于机器学习评价硝化纤维素塑化工艺的可靠性研究OA
Reliability Evaluation of Nitrocellulose Plasticization Based on Machine Learning
为了评估硝化纤维素塑化工艺的可靠性,采用机器学习的方法,以抗冲击强度作为主要评价指标,建立了硝化纤维素塑化的多因素二次回归模型.模型自变量包括塑化温度、含氮量、塑化时间、溶棉比及醇醚比,通过响应面法进行工艺参数交互作用分析.结果显示,各工艺参数之间均具有显著的交互作用.为了克服传统线性回归模型在小样本和强非线性条件下的局限性,引入随机森林模型并结合非线性修正机制,同时对小样本进行以高斯扰动为基础的数据增强,显著提升模型稳健性与可靠性,组合模型的决定系数(R2)为0.98,均方误差(MSE)为0.0341(kJ·m-2)2,5折交叉验证结果表明,模型的平均决定系数(R2)为0.95,平均均方误差为0.63(kJ·m-2)2,表明模型具有较高的拟合精度和良好的泛化能力.特征重要性分析表明,含氮量具有远高于其他变量的重要性,是影响抗冲击强度的主导因素.为硝化纤维素塑化工艺的参数优化与工艺可靠性评估提供了新的理论依据和方法支持.
To evaluate the plasticization behavior of nitrocellulose,machine learning was employed with impact strength select-ed as the performance index.Plasticization temperature,nitrogen content,plasticization time,solvation ratio,and alcohol-ether ratio were used as independent variables to build a multi-factor quadratic regression model.Response surface methodology analyzed the main effects and interactions among these factors.Significant interaction effects are observed among the five vari-ables.To address the limited performance of traditional linear models under small-sample and nonlinear conditions,a random forest model was combined with a nonlinear correction layer.Gaussian-noise data augmentation improved the robustness of the training set.The combined RF+GBR model achieves an R2 of 0.98 and an MSE of 0.0341(kJ·m-2)2 on the training data.Five-fold cross-validation yields an average R2 of 0.95 and an MSE of 0.63(kJ·m-2)2.These results indicate high fitting accuracy and strong generalization capability.Feature-importance analysis identifies nitrogen content as the dominant factor affecting impact strength,followed by solvation ratio.The study provides a quantitative basis for evaluating plasticization reliability and optimiz-ing process parameters.
马佳诚;李雯佳;李世影;周杰
南京理工大学化学与化工学院,江苏 南京 210094南京理工大学化学与化工学院,江苏 南京 210094南京理工大学化学与化工学院,江苏 南京 210094南京理工大学化学与化工学院,江苏 南京 210094
军事科技
硝化纤维素抗冲击强度机器学习响应面法随机森林模型非线性修正
nitrocelluloseimpact strengthmachine learningresponse surfacerandom forest modelnonlinear correction layer
《含能材料》 2026 (1)
70-81,12
国家自然科学基金(22205111)National Natural Science Foundation of China(No.22205111)
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