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Compressor map regression modelling based on partial least squares

机译:基于偏最小二乘的压缩器图回归建模

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摘要

In this work, two kinds of partial least squares modelling methods are applied to predict a compressor map: one uses a power function polynomial as the basis function (PLSO), and the other uses a trigonometric function polynomial (PLSN). To demonstrate the potential capabilities of PLSO and PLSN for a typical interpolated prediction and an extrapolated prediction, they are compared with two other classical data-driven modelling methods, namely the look-up table and artificial neural network (ANN). PLSO and PLSN are also compared with each other. The results show that PLSO and PLSN have a better prediction performance than the look-up table and the ANN, especially for the extrapolated prediction. The computational time is also decreased sharply. Compared with PLSO, PLSN is characterized by a higher prediction accuracy and shorter computational time than PLSO. It is expected that PLSN could save computational time and also improve the accuracy of a thermodynamic model of a diesel engine.
机译:在这项工作中,使用两种偏最小二乘建模方法来预测压缩器图:一种使用幂函数多项式作为基本函数(PLSO),另一种使用三角函数多项式(PLSN)。为了证明PLSO和PLSN对于典型的内插预测和外推预测的潜在功能,将它们与其他两种经典的数据驱动建模方法(即查询表和人工神经网络(ANN))进行了比较。 PLSO和PLSN也进行了比较。结果表明,PLSO和PLSN的预测性能优于查找表和ANN,特别是对于外推预测。计算时间也急剧减少。与PLSO相比,PLSN具有比PLSO更高的预测精度和更短的计算时间的特点。期望PLSN可以节省计算时间,并且还可以提高柴油机热力学模型的准确性。

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