基于结构改进PINN的机器人阻抗控制研究

Research on robot impedance control based on structurally improved PINN

  • 摘要: 针对工业机器人打磨等力控制中未知环境信息对控制精度影响的问题,提出了一种基于结构改进物理信息神经网络(physics-informed neural networks, PINN)的阻抗控制方法。首先,与传统PINN输出位置偏差不同,提出了改进PINN的阻抗模型,网络输出为位置偏差二阶导数,通过递推积分获得位置偏差一阶导数及位置偏差,这回避了PINN进行多阶导数计算时对误差干扰噪声及波动的放大问题。其次,基于阻抗模型结构,设计阻抗参数辨识神经网络模型,与基于长短期记忆网络(long short-term memory network, LSTM)的PINN阻抗模型串联,构建结构改进PINN的阻抗模型。最后,为进一步提高控制性能,使用基于比例分数阶积分(proportional fractional-order integral, PFI)算子,对设定位置进行前馈补偿。仿真结果表明,与传统阻抗控制及PINN阻抗控制比较,所设计阻抗控制具有更佳的力控制效果。

     

    Abstract: To address the issue that unknown environmental information affects control accuracy in force-controlled tasks such as grinding for industrial robots, an impedance control method based on a structurally improved physics-informed neural networks (PINN) is proposed. Firstly, different from the traditional PINN output position deviation, an improved impedance model of PINN is proposed. The network output is the second derivative of the position deviation, and the first derivative of the position deviation and the position deviation are obtained by recursive integration, which avoids the amplification of error interference noise and fluctuations when PINN must calculate the multi-order derivative. Secondly, based on the structure of impedance model, a neural network model for impedance parameter identification is designed, and it is connected with the LSTM-based PINN impedance model in series to construct the impedance model of PINN with improved structure. Finally, in order to further improve the control performance, the proportional fractional-order integral (PFI) operator based on proportional fractional-order integral is used to perform feedforward compensation for the set position. Simulation results show that compared with the traditional impedance control and the traditional PINN impedance control, the designed impedance control has better force control effects.

     

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