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Chaos theory-based time series analysis of in-cylinder pressure and its application in combustion control of SI engines

机译:基于混沌理论的缸内压力时间序列分析及其在SI发动机燃烧控制中的应用

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Combustion control is a significant topic for achieving high efficiency and low emissions of internal combustion engines. Recently, in-cylinder pressure sensor-based closed-loop control strategies have become the preferred solution. However, their practical applications in automotive industries are limited due to the intensive acquisition of pressure series for a whole cycle and subsequent calculation of combustion indicators. This paper proposes a method for in-cylinder pressure information extraction and combustion phase estimation of spark ignition (SI) engines based on pressure measurements at several points coordinated by the crank angle. First, nonlinear dynamics analysis is introduced to analyze the system of in-cylinder pressure evolution, which is proved to be a deterministic nonlinear dynamic system with chaotic characteristics. Then, a 3-dimensional system state variable is determined to replace the pressure series during combustion. Second, with the determined system state variable, the in-cylinder pressure series during combustion and the combustion phase are learned and estimated by a machine learning method, namely, extreme learning machine (ELM). As a result, only pressure measurements at 3 points and ELM estimation models are required, instead of intensive data acquisition and calculation. The experimental validations carried out on a gasoline engine test bench have proved that the reconstruction and estimation results are accurate and that the method can perform well in real-time combustion control.
机译:燃烧控制是实现内燃机的高效率和低排放的重要课题。最近,基于缸内压力传感器的闭环控制策略已成为首选解决方案。但是,由于在整个循环中需要大量采集压力序列并随后计算燃烧指标,因此它们在汽车工业中的实际应用受到限制。本文提出了一种基于曲柄角协调的几个点的压力测量值的火花点火(SI)发动机缸内压力信息提取和燃烧阶段估计的方法。首先,引入非线性动力学分析对缸内压力演化系统进行分析,证明其是具有混沌特性的确定性非线性动力学系统。然后,确定3维系统状态变量以替换燃烧期间的压力序列。其次,利用确定的系统状态变量,通过机器学习方法(即极限学习机(ELM))学习和估算燃烧期间和燃烧阶段的缸内压力序列。结果,仅需要在3个点进行压力测量和ELM估计模型,而不需要大量的数据采集和计算。在汽油发动机试验台上进行的实验验证证明,重建和估计结果是准确的,并且该方法可以在实时燃烧控制中很好地执行。

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