基于神经网络的两级增压柴油机气路系统非线性模型预测控制

Chang Ke, K. Han, Ying Huang, Xu Wang, Sichun Bai
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引用次数: 1

摘要

二级增压柴油机的气路系统具有强非线性、时滞、耦合和约束等特点,增加了发动机控制的难度。为了解决系统的控制问题,提出了一种基于非线性自回归模型外生输入神经网络(NARXNN)的非线性模型预测(NMPC)控制器。首先,基于NARXNN建立了以喷油量为第一输入、旁通阀开度为第二输入、增压压力为输出的增压压力预测模型;通过仿真分析,工厂模型的输出值与预测模型的输出值的绝对误差小于0.05 bar。然后分析了不同预测层位时预测模型的预测精度,当预测层位在30以内时,平均绝对百分比误差(MAPE)小于2%,表明该预测模型具有良好的多步预测性能。最后,基于MATLAB中的NMPC工具箱建立了NMPC控制器。在GT-Power和MATLAB/Simulink组成的联合仿真平台上验证了控制器的阶跃响应性能和参考跟踪性能。结果表明,NMPC控制器的阶跃响应性能优于PID控制器,参考跟踪仿真的相对误差小于15%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Neural Network Based Nonlinear Model Predictive Control for Two-stage Turbocharged Diesel Engine Air-path System
The air-path system of the two-stage turbocharged diesel engine, the characteristics of which include strong nonlinearity, time delay, coupling and constraints, increases the difficulty in engine control. To solve the control problem of the system, a nonlinear model predictive (NMPC) controller based on nonlinear autoregressive model with exogenous input neural network (NARXNN) is developed. At first, a boost pressure predictive model, of which fuel injection quantity is the first input and bypass valve opening is the second input, and the boost pressure is the output, is established based on NARXNN. Through simulation analysis, the absolute error between the output value of the plant model and the predictive model is smaller than 0.05 bar. Then the predictive accuracy of the predictive model when the predictive horizons are different is analyzed, and the Mean Absolute Percentage Error (MAPE) is less than 2% when the predictive horizon is within 30, indicating that the predictive model has good multi-step predictive performance. At last, the NMPC controller based on the NMPC toolbox in MATLAB is established. And the the step response performance and reference-tracking performance of the controller are verified in the co-simulation platform formed by GT-Power and MATLAB/Simulink. It can be concluded from the results that the step response performance of the NMPC controller is better than that of the PID controller, and the relative error of the reference- tracking simulation is smaller than 15%.
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