内燃机标定黑盒控制的神经网络建模

Matteo Meli, Zezhou Wang, Peter Bailly, Stefan Pischinger
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引用次数: 0

摘要

公路车辆发动机控制单元(ECU)的标定工作面临着严格的法律和环保法规以及开发周期短的挑战。汽车变种越来越多,虽然共享类似的发动机和控制算法,但需要不同的标定。此外,现代发动机的调节变量越来越多,软件内的并行和嵌套条件也越来越复杂,因此在开发过程中需要大量的测量数据。本文介绍了一种基于模型的标定方法,该方法利用神经网络(黑盒)对两种不同的 ECU 功能结构进行标定,只需最少的软件文档。为了建立这些 ECU 功能的代理模型,神经网络模型输入被分为两类:逻辑级(白盒)软件功能所感知的功能输入,以及代表 ECU 功能调整变量的曲线/映射拟合特征。影响代理模型准确性的因素包括神经网络超参数优化、输入空间数量和分布以及参数调整。结果表明,随着实施参数数量的增加,精度也在提高,而且 ECU 功能模型表示与测量数据之间具有可扩展性。
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 Modeling of Black Box Controls for Internal Combustion Engine Calibration
The calibration of Engine Control Units (ECUs) for road vehicles is challenged by stringent legal and environmental regulations, coupled with short development cycles. The growing number of vehicle variants, although sharing similar engines and control algorithms, requires different calibrations. Additionally, modern engines feature increasingly number of adjustment variables, along with complex parallel and nested conditions within the software, demanding a significant amount of measurement data during development.
The current state-of-the-art (White Box) model-based ECU calibration proves effective but involves considerable effort for model construction and validation. This is often hindered by limited function documentation, available measurements, and hardware representation capabilities.
This article introduces a model-based calibration approach using Neural Networks (Black Box) for two distinct ECU functional structures with minimal software documentation. The ECU is operated on a Hardware-in-the-Loop (HiL) rig for measurement data generation.
To build surrogate models of these ECU functions, Neural Network model inputs are allocated categorized into two categories: function inputs as perceived by the logic level (White Box) software function, and curve/map fitting features representing the adjustment variables of the ECU function.
Factors influencing surrogate model accuracy such as, Neural Network hyperparameter optimization, input space amount and distribution as well as the parameter adjustment is investigated. Results show an increase in accuracy with the increasing number of implemented parameters, as well as the scalability of ECU function model representation with measurement data.
In addition to calibration purposes, the presented function representation method facilitates the use of plant models to replace time-consuming function construction and validation.
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