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Pressure Signal Prediction of Aviation Hydraulic Pumps Based on Phase Space Reconstruction and Support Vector Machine

机译:基于相空间重构和支持向量机的航空液压泵压力信号预测

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In view of the difficulty of fault prediction for aviation hydraulic pumps and the poor real-time performance of state monitoring in practical applications, a hydraulic pump pressure signal prediction method is proposed to accomplish the monitoring and prediction of the health status of hydraulic pumps in advance. First, based on the on-line real-time acquisition of time series flight parameters and pressure signal data, the chaotic characteristics of the system are analyzed using chaos theory, so that the time series pressure signal is predictable. Second, phase space reconstruction (PSR) of the one-dimensional time series data is conducted. The embedding dimension $m$ and time delay $au $ are obtained by the C-C method. The reconstructed matrix is used as the training set and test set of the support vector regression (SVR) algorithm model according to a certain proportion, and the genetic algorithm (GA) is then used to optimize the parameters of the SVR model. Finally, the SVR model optimized by the genetic algorithm based on phase space reconstruction (PSR-GA-SVR) is used to test the test set data. The results show that the prediction accuracy of the proposed method is higher than that of the BP neural network based on phase space reconstruction (PSR-BPNN) and the SVR model based on phase space reconstruction (PSR-SVR). Relative to PSR-BPNN and PSR-SVR, PSR-GA-SVR produces a minimum mean square error (MSE) reduced by 73.40% and 68.0%, respectively, and a mean absolute error (MAE) decreased by 90.41% and 90.87%, respectively. The confidence level for PSR-GA-SVR was increased, and the coefficient of determination was greater than 0.98.
机译:鉴于航空液压泵故障预测的难度和实际应用中的状态监测的差,提出了一种液压泵压力信号预测方法,以提前实现液压泵健康状态的监测和预测。首先,基于时间序列飞行参数和压力信号数据的在线实时采集,使用混沌理论分析系统的混沌特性,使得时间序列压力信号是可预测的。第二,进行一维时间序列数据的相位空间重建(PSR)。嵌入维度<内联公式XMLNS:MML =“http://www.w3.org/1998/math/mathml”xmlns:xlink =“http://www.w3.org/1999/xlink”> $ m $ 和时间延迟<内联公式xmlns:mml =“http://www.w3.org/1998/math/mathml “XMLNS:XLink =”http://www.w3.org/1999/xlink“> $ tau $ 获取CC方法。重建矩阵用作根据一定比例的支持向量回归(SVR)算法模型的训练集和测试集,然后使用遗传算法(GA)来优化SVR模型的参数。最后,使用基于相位空间重建(PSR-GA-SVR)的遗传算法优化的SVR模型来测试测试集数据。结果表明,基于相空间重构(PSR-SVR)的基于相空间重构(PSR-BPNN)和SVR模型,所提出方法的预测精度高于BP神经网络的预测精度。相对于PSR-BPNN和PSR-SVR,PSR-GA-SVR分别产生最小均方误差(MSE),分别减少73.40%和68.0%,平均绝对误差(MAE)降低了90.41%和90.87%,分别。 PSR-GA-SVR的置信水平增加,测定系数大于0.98。

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