基于机器学习的内燃机爆震控制模型设计方法

E. Falcão, P. R. Barros, V. M. Melo
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引用次数: 1

摘要

爆震是在燃烧室中发生的异常燃烧的副产品,与高振动水平、不良噪音、排放增加和燃油经济性下降有关。传统的控制策略通过调整火花正时来纠正爆震,以降低缸内压力和温度。虽然有效地避免了发动机长时间暴露在有害的振动力下,但它可能会导致过度的火花延迟,并通过相当数量的校准来实现。近年来爆震研究的突破表明,爆震强度具有随机性,这对如何合理设计爆震控制律具有重要意义。利用这一假设,利用机器学习概念并将爆震事件视为分类问题,定义了一个依赖于缸内压力、压缩混合气温度和发动机转速的逻辑回归模型。采用似然比检验验证建议的假设,并计算McFadden伪r2来量化其准确性。利用上述假设,设计了一个比例增益反馈控制,以考虑内燃机在目标爆震率附近的稳态运行。仿真结果表明,逻辑回归模型和比例增益爆震控制都优于传统定义的爆震控制。关键词:发动机爆震,逻辑回归,机器学习,基于模型的设计
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Model Based Design Approach For Knock Control in Internal Combustion Engines Using Machine Learning
Knock is the byproduct of an abnormal combustion taking place in the combustion chamber and is associated to high vibration levels, undesirable noise, increased emissions and degraded fuel economy. Conventional control strategies address knock in a corrective fashion by tuning the spark timing in order to decrease in-cylinder pressure and temperature. Although effective in avoiding engine’s prolonged exposure to the harmful vibratory forces, it may induce excessive spark retard and is implemented through a considerable number of calibrations. Recent breakthroughs on knock investigation show that knock intensity inherits random behavior and this statement plays a crucial role on how to appropriately design knock control laws. By leveraging this assumption using machine learning concepts and treating knock occurrence as a classification problem, a logistic regression model dependent on in-cylinder pressure, compressed mixture temperature and engine RPM is defined. The Likelihood Ratio Test is performed to validate the suggested hypothesis and McFadden’s pseudo-R2 is calculated to quantify its accuracy. By leveraging the hypothesis stated, a proportional gain feedback control is designed to account for steady state operation of combustion engines around a target knock rate. Simulation results show the performance of both logistic regression model and proportional gain knock control against a conventionally defined knock control. Keywords— Engine Knock, Logistic Regression, Machine Learning, Model based Design
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