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基于时间序列和卡尔曼滤波的焊缝偏差预测模型

Weld deviation prediction model based on time series and Kalman filter

  • 摘要: 窄间隙焊接电弧稳定性较差制约了电弧传感器在焊缝跟踪中的应用. 针对这一问题,通过建立基于时间序列分析和卡尔曼滤波的预测模型来增强抗干扰能力,提升电弧传感器在窄间隙焊接中的跟踪控制精度. 通过对电弧不稳定成因进行分析,发现发生咬边现象和断弧时,传感数据的波动性较大,不利于焊缝跟踪. 为了剔除异常的传感数据,构建相应的时间序列预测模型,得到摆动周期内传感数据值的变化规律. 另外,针对传感数据值在采样过程中易受到多种不稳定因素影响的问题,采用卡尔曼滤波来减少干扰和噪声. 通过将时间序列分析与卡尔曼滤波相结合,建立组合预测模型来解决电弧不稳定造成传感数据不稳定的问题. 结果表明,组合预测模型能够有效的对不稳定数据进行预测和更正,提高了焊缝跟踪精度,为焊缝预测跟踪提供了理论依据.

     

    Abstract: The poor stability of the arc in narrow gap welding restricts the application of arc sensors in seam tracking. To address this issue, a prediction model based on time series analysis and Kalman filter was established to enhance the anti-interference ability and improve the tracking control accuracy of arc sensors in narrow gap welding. By analyzing the causes of arc instability, sensing data fluctuated greatly when the biting edge phenomenon and arc breakage occurred, which is detrimental to weld tracking. To eliminate abnormal sensing data, a corresponding time series prediction model was constructed to capture the change rule of sensing data values over the swing cycle. Furthermore, the Kalman filter was employed to reduce interference and noise to address the issue that sensing data values were easily affected by many unstable factors during the sampling process. By combining time series analysis and Kalman filtering, a hybrid prediction model was developed to solve the problem of unstable sensing data caused by arc instability. The results have shown that the hybrid prediction model can effectively predict and correct unstable data, improve the accuracy of weld tracking, and provide a theoretical foundation for weld prediction and tracking.

     

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