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林业科学 ›› 2026, Vol. 62 ›› Issue (5): 139-150.doi: 10.11707/j.1001-7488.LYKX20250373

• 研究论文 • 上一篇    下一篇

基于GWO-BPNN模型预测浸胶竹束干燥处理对重组竹物理力学性能的影响

刘泉君,王晓曼,李文丽,袁歆桐,郝晓峰,李贤军,李新功,吴义强,徐康*()   

  1. 中南林业科技大学材料与能源学院 长沙 410004
  • 收稿日期:2025-06-08 修回日期:2025-08-13 出版日期:2026-05-10 发布日期:2026-05-12
  • 通讯作者: 徐康 E-mail:xkang86@126.com
  • 基金资助:
    国家自然科学基金面上项目(32371981,32572167);湖湘青年英才项目(2023RC3161);湖南省自然科学基金项目(2024JJ8278);湖南省林业科技攻关与创新资金项目。

Prediction of the Influence of Drying Treatment of Phenolic Resin Impregnated Heat-Treated Bamboo Bundles on the Physical and Mechanical Properties of Bamboo Scrimber Based on the GWO-BPNN Model

Quanjun Liu,Xiaoman Wang,Wenli Li,Xintong Yuan,Xiaofeng Hao,Xianjun Li,Xingong Li,Yiqiang Wu,Kang Xu*()   

  1. College of Material and Energy, Central South University of Forestry and Technology Changsha 410004
  • Received:2025-06-08 Revised:2025-08-13 Online:2026-05-10 Published:2026-05-12
  • Contact: Kang Xu E-mail:xkang86@126.com

摘要:

目的: 针对当前浸胶竹束(PHB)干燥工艺参数对重组竹物理力学性能影响机理不清及定量预测不足的问题,通过灰狼优化算法-反向传播神经网络(GWO-BPNN)模型,预测并揭示PHB干燥工艺参数与重组竹性能之间的响应关系,为实现PHB高质高效干燥及重组竹性能精准调控提供理论支撑。方法: 以PHB干燥温度、干燥时间和干燥后含水率为输入变量,以重组竹的吸水率、吸水厚度膨胀率、吸水宽度膨胀率、静曲强度(MOR)、弹性模量(MOE)和水平剪切强度(HSS)为输出变量,构建物理力学性能数据集。在此基础上构建GWO-BPNN模型,并对其进行网络模型训练,然后采用平均绝对误差(MAE)、均方误差(MSE)、均方根误差(RMSE)、平均绝对百分比误差(MAPE)以及决定系数(R2)5个指标进行综合评估。最后,将构建的GWO-BPNN模型应用于一组独立的新数据集,验证所建模型的可靠性。结果: GWO-BPNN模型在预测重组竹吸水率、MOR、MOE和HSS方面表现出良好的适应性与预测精度,R2接近或超过0.9,MAE、MSE、RMSE与MAPE处于较低水平;对吸水厚度膨胀率的预测效果一般(R2为0.78),对吸水宽度膨胀率的预测效果较差(R2仅为0.11)。验证结果表明,模型整体预测值与真实值高度一致。随着PHB干燥温度由50 ℃升高至80 ℃,重组竹吸水率与吸水厚度膨胀率随之增加,吸水宽度膨胀率变化不明显;MOR、MOE和HSS基本表现出先上升后下降的趋势,当干燥温度为60 ℃、含水率为10%时,3项力学性能指标均达到最优。随着PHB含水率由5%增加到20%时,重组竹吸水率和吸水宽度膨胀率呈下降趋势,吸水厚度膨胀率在5%含水率条件时显著高于其他含水率条件,而力学性能呈现出先升高后下降的趋势。结论: 基于GWO-BPNN模型预测PHB干燥工艺参数与重组竹物理力学性能之间的构效关系具有较高的可行性。其中,模型在吸水率、MOR、MOE和HSS等指标上的预测精度较高,相关系数R均大于0.9,整体拟合精度和预测能力表现优异,但在吸水厚度与吸水宽度膨胀率上的预测效果较弱。基于预测结果,模型可为设定与优化PHB干燥温度、干燥时间及终了含水率提供理论依据,从而实现PHB的高质高效干燥与重组竹产品性能的精准调控。

关键词: 浸胶竹束干燥, 重组竹, 物理力学性能, 灰狼优化算法, 反向传播神经网络

Abstract:

Objective: Considering the current lack of clarity regarding the influence mechanism and the insufficient quantitative prediction of the physical and mechanical properties of bamboo scrimber resulting from the drying process parameters of phenolic resin impregnated heat-treated bamboo bundles (PHB), the Grey Wolf Optimization algorithm combined with a Back Propagation Neural Network (GWO-BPNN) was employed to predict and elucidate the response relationship between the drying process parameters of PHB and bamboo scrimber performance. This study aims to provide a theoretical foundation for achieving efficient PHB drying and precise control over the properties of bamboo scrimber. Method: With the drying temperature, drying time, and moisture content after drying of PHB as input variables, and the water absorption rate, thickness swelling rate, width swelling rate, modulus of rupture (MOR), modulus of elasticity (MOE), and horizontal shear strength (HSS) of bamboo scrimber as output variables, a dataset of physical and mechanical properties was systematically constructed. On this basis, a GWO-BPNN model was constructed and trained. Subsequently, the performance of the proposed model was comprehensively evaluated using five key indicators: Mean Absolute Error (MAE), Mean Squared Error (MSE), Root Mean Squared Error (RMSE), Mean Absolute Percentage Error (MAPE), and Coefficient of Determination (R2). Finally, the developed GWO-BPNN model was applied to a set of independent new datasets for validating the reliability of the proposed model. Result: The GWO-BPNN model demonstrated excellent adaptability and prediction accuracy in estimating the water absorption rate, MOR, MOE, and HSS of bamboo scrimber. The R2 was closed to or surpassed 0.9, and the MAE, MSE, RMSE, and MAPE were maintained at relatively low levels. However, the prediction performance for the water absorption thickness swelling rate was moderate (R2 = 0.78), and the prediction for the width swelling rate was unsatisfactory (R2 = 0.11). Verification results indicated that the overall predicted values of the model exhibited high consistency with the actual measured values. As the drying temperature increased from 50 °C to 80 °C, the water absorption rate and thickness swelling rate of bamboo scrimber rose, whereas the variation in the width swelling rate remained no significant change. The MOR, MOE, and HSS generally followed a trend of initially increasing and subsequently decreasing. When the drying temperature of PHB was set at 60 °C and the moisture content was 10%, the three mechanical property indicators achieved their optimal values. As the moisture content of PHB increased from 5% to 20%, the water absorption rate and width swelling rate of bamboo scrimber exhibited a downward trend. Notably, the thickness swelling rate under a 5% moisture content condition was significantly higher compared to other moisture content conditions, and the mechanical properties demonstrated a trend of first increasing and then decreasing. Conclusion: The GWO-BPNN model proves highly effective in predicting the relationship between the drying process parameters of PHB and the physical and mechanical properties of bamboo scrimber. Specifically, the model exhibits strong predictive accuracy for key performance indicators, including water absorption rate, MOR, MOE, and HSS, with correlation coefficients (R) surpassing 0.9 across all these parameters. The model demonstrates excellent overall fitting accuracy and predictive capability. However, its performance in predicting thickness and width swelling rates resulting from water absorption is relatively less accurate. Based on these findings, the model can provide a solid theoretical basis for optimizing critical drying parameters such as drying temperature, drying duration, and final moisture content of PHB, and thereby facilitates more efficient drying processes and precise control over the performance attributes of bamboo scrimber.

Key words: drying of PF resin impregnated heat-treated bamboo bundles, bamboo scrimber, physical and mechanical properties, grey wolf optimization (GWO), back propagation neural network (BPNN)

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