先进的,指导程序的校准和推广基于神经网络模型的燃烧和爆震指数

IF 1.1 Q3 TRANSPORTATION SCIENCE & TECHNOLOGY
A. Brusa, Fenil Panalal Shethia, Jacopo Mecagni, N. Cavina
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引用次数: 0

摘要

近年来,人工神经网络在发动机建模领域得到了广泛的应用。其中一些主要原因是,与其他数据驱动的方法相比,它们与实时系统的兼容性,更高的准确性和灵活性。使用这种方法的主要困难之一是网络本身的校准。在文献中很难找到指导用户完全定义网络的程序。通常,最后的步骤(比如神经元数量的选择)必须由用户根据他对问题的敏感度来选择。本文提出了一种人工神经网络的自动校准程序,考虑了网络的所有主要超参数,如训练算法、激活函数、神经元数量、epoch数量和隐藏层数量,用于现代内燃机中各种燃烧指标的建模。然而,所提出的方法可以应用于任何基于神经网络的模型的训练。自动校准程序输出网络的配置,给出超参数方面的最佳组合。神经网络的最优配置是基于一个自行开发的公式,该公式利用仿真值和实验值的比较得到的一些统计参数对所有可能的超参数组合进行排序。最后,选择最小的rank作为最优的rank,因为它代表了误差最小的组合。根据这一等级的定义,结果在均方根误差指数方面达到了很高的精度,例如,在燃烧阶段模型上,稳态条件下的误差为0.139°CA。在最大缸内压力模型上,误差为1.682 bar,而在覆盖整个发动机工作场的同一试验中,爆震模型的误差为0.457 bar。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Advanced, Guided Procedure for the Calibration and Generalization of Neural Network-Based Models of Combustion and Knock Indexes
In the last few years, the artificial neural networks have been widely used in the field of engine modeling. Some of the main reasons for this are, their compatibility with the real-time systems, higher accuracy, and flexibility if compared to other data-driven approaches. One of the main difficulties of using this approach is the calibration of the network itself. It is very difficult to find in the literature procedures that guide the user to completely define a network. Typically, the very last steps (like the choice of the number of neurons) must be selected by the user on the base of his sensitivity to the problem. This work proposes an automatic calibration procedure for the artificial neural networks, considering all the main hyper-parameters of the network such as the training algorithms, the activation functions, the number of the neurons, the number of epochs, and the number of hidden layers, for modeling various combustion indexes in a modern internal combustion engine. However, the proposed procedure can be applied to the training of any neural network-based model. The automatic calibration procedure outputs a configuration of the network, giving the optimal combination in terms of hyper-parameters. The decision of the optimal configuration of the neural network is based on a self-developed formula, which gives a rank of all the possible hyper-parameter combinations using some statistical parameters obtained comparing the simulated and the experimental values. In the end, the lowest rank is selected as the optimal one as it represents the combination having the lowest error. Following the definition of this rank, high accuracy on the results has been achieved in terms of the root mean square error index, for example, on the combustion phase model, the error is 0.139°CA under steady-state conditions. On the maximum in-cylinder pressure model, the error is 1.682 bar, while the knock model has an error of 0.457 bar for the same test that covers the whole engine operating field.
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来源期刊
SAE International Journal of Engines
SAE International Journal of Engines TRANSPORTATION SCIENCE & TECHNOLOGY-
CiteScore
2.70
自引率
8.30%
发文量
38
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