1. 山东电力工程咨询院有限公司,山东,济南,250013
2. 东南大学 能源与环境学院,江苏,南京,210096
邵旻(1981—),女,山东郓城人,硕士,高级工程师,研究方向为发电厂仪表及控制系统、信息系统。李益国(通信作者),男,教授,博士,E-mail:lyg@seu.edu.cn。
纸质出版:2026
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邵旻, 杨晓雷, 曹植, 陈志强, 陆骏阳, 张权锐, 李益国. 基于自适应鲁棒Kalman滤波的吸热器出口熔盐温度预测控制方法[J]. 动力工程学报, 2026, 46(7): 96-103.
邵旻, 杨晓雷, 曹植, 陈志强, 陆骏阳, 张权锐, 李益国. 基于自适应鲁棒Kalman滤波的吸热器出口熔盐温度预测控制方法[J]. 动力工程学报, 2026, 46(7): 96-103. DOI: 10.19805/j.cnki.jcspe.2026.250108.
DOI: 10.19805/j.cnki.jcspe.2026.250108
针对塔式光热发电系统的吸热器出口熔盐温度因大迟延、非线性特性而难以通过常规比例积分微分(PID)控制算法取得满意控制效果的工程问题
提出了一种基于自适应鲁棒Kalman滤波的吸热器出口熔盐温度预测控制方法。该方法通过引入模型误差容限
并自适应更新测量噪声协方差矩阵
处理预测模型与实际对象的失配问题
从而提高控制系统的鲁棒性。针对太阳辐射量大范围扰动的仿真结果表明
所提方法的超调量相较于基于鲁棒Kalman滤波的预测控制、基于标准Kalman滤波的预测控制及动态矩阵控制(DMC)分别降低了2.45、4.74和12.43 K
对应下降幅度依次为7.37%、12.48%与27.21%。在各类扰动工况下
所提方法均展现出更优的动态偏差抑制效果与更快的调节速度
充分验证了自适应鲁棒Kalman滤波策略应对大迟延、非线性对象模型失配问题的有效性。
For the engineering problem where satisfactory control of the outlet molten salt temperature of the receiver in a tower solar thermal power system is difficult to achieve with using conventional proportional integral derivative (PID) control algorithms due to large time delay and nonlinear characteristics
a predictive control method for the outlet molten salt temperature of the receiver based on adaptive robust Kalman filtering was proposed. In this method
the mismatch between the prediction model and the actual object was addressed by introducing a model error tolerance bound and adaptively updating the measurement noise covariance matrix
thus enhancing the robustness of the control system. Simulation results under large-magnitude solar radiation disturbances show that
compared with predictive control based on robust Kalman filtering
predictive control based on standard Kalman filtering
and dynamic matrix control (DMC)
the overshoot of the proposed method is reduced by 2.45
4.74
and 12.43 K
respectively
with corresponding reduction percentages of 7.37%
12.48%
and 27.21%. Under various disturbance conditions
the proposed method is demonstrated to exhibit superior dynamic deviation suppression and faster adjustment speed
fully validating the effectiveness of the adaptive robust Kalman filtering strategy in addressing the large time delay and model mismatch problems of nonlinear objects.
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