基于NSGA-II多目标优化的自适应Transformer-BiLSTM刀具磨损监测研究

Research on adaptive transformer-BiLSTM tool wear monitoring based on NSGA-II multi-objective optimization

  • 摘要: 刀具磨损的准确监测是保障加工效率、降低生产成本的关键环节。针对刀具磨损监测过程中单一模型存在特征捕捉局限及参数手动调试困难等问题,提出一种基于NSGA-II多目标优化的自适应Transformer-BiLSTM刀具磨损监测方法。首先,对采集的铣削力与振动信号进行Hampel滤波预处理,以有效剔除异常噪声并保留真实磨损趋势特征;在此基础上,从时域、频域及时频域多维度提取表征刀具磨损的特征集。进而,构建一种Transformer与BiLSTM串联的特征融合模型,利用Transformer的多头注意力机制捕捉磨损过程中的长程全局依赖,结合BiLSTM的双向结构深化对时序演化规律的表征。同时,为解决模型参数自适应配置的问题,引入NSGA-II多目标优化算法,并以均方误差与模型复杂度为优化目标,自动搜寻Transformer-BiLSTM关键参数的最优Pareto解集。实验结果表明,本文所提方法的预测性能显著优于对比模型,其评估指标均方根误差、平均绝对误差和决定系数分别为7.5427 μm、6.1210 μm和0.958 8,可实现对刀具磨损量的准确预测。

     

    Abstract: Accurate monitoring of tool wear is essential for ensuring machining efficiency and reducing production costs. To address the limitations of single-model approaches in feature extraction and the challenges of manual parameter tuning in tool wear monitoring, an adaptive Transformer-BiLSTM tool wear monitoring method optimized by the NSGA-II multi-objective algorithm was proposed. Firstly, milling force and vibration signals are preprocessed using the Hampel filter to effectively remove abnormal noise while preserving the intrinsic wear-related features. Subsequently, multidimensional feature sets representing tool wear are extracted from the time domain, frequency domain, and time-frequency domain. A hybrid Transformer-BiLSTM feature fusion model is then constructed, where the multi-head attention mechanism of the Transformer captures long-range global dependencies in the wear evolution process, while the bidirectional structure of BiLSTM enhances the characterization of temporal dynamics. Furthermore, to achieve adaptive parameter configuration, the NSGA-II algorithm is introduced to optimize key model parameters with mean squared error and model complexity as dual objectives, thus obtaining the optimal Pareto solution set automatically. Experimental results demonstrate that the proposed method significantly outperforms comparative models. The root mean square error, mean absolute error, and coefficient of determination reach 7.542 7 μm, 6.121 0 μm, and 0.958 8, respectively, indicating the model's high accuracy in predicting tool wear progression.

     

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