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MODELLING AND FLATNESS-BASED CONTROL OF A R2S~(?) TURBOCHARGER

机译:R2S〜(?)涡轮增压器的建模和基于平整度的控制

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The increasing demand for more fuel-efficient and low-emission combustion engines inrnvehicles makes turbocharging a key technology. Low CO2 emission vehicles require downsizedrnand down-speeded engines with higher boost demand which is achieved by using twornturbochargers in series (R2S?). The demands on the control system also increase with thernincreasing complexity of the turbocharging system. The number of actuators rises and thernmanner how to control the boost pressure changes significantly.rnThe concept of flatness based control requires a self-contained analytic description ofrnthe system. The proposed analytic model already takes into account the special requirementsrnof a flatness-based controller design.rnTherefore, in the first step, physical modelling of the non-linear control system, consistingrnof a R2S? turbocharger and engine, occurs. A theoretical physical approach is selectedrnhere; however, the response of various sub-models, i.e. turbine and compressor is emulated byrnstatic maps. Based on the complexity of the overall system and the fact that individual componentsrnoccur more than once and only differ in their parameters, in the first step the behaviourrnof the individual components is described, which are subsequently combined to an overallrnsystem. Moreover, this results in a modular design, which easily facilitates subsequentrnextensions and enhancements.rnThe derived models for the turbine and compressor of the turbocharger itself are comparedrnto the measured characteristic maps. The filling and emptying of the volumes in thernintake and exhaust side are described by balance equations for the mass and enthalpy. Thernfindings made for the tenth order space state model of the overall system are simplified to arnfifth order model. The reduced and the complete model are compared to real engine measurements.rnThe aim of the modelling is to show that the R2S? system is flat. Flat systems arernespecially suited for tracking control.
机译:对更省油和低排放的内燃机汽车的需求不断增长,使涡轮增压成为关键技术。二氧化碳排放量低的车辆需要通过使用两个串联的涡轮增压器(R2S?)来实现具有更高增压需求的小型和低速发动机。随着涡轮增压系统的复杂性的增加,对控制系统的要求也随之增加。执行器的数量增加,并且如何控制增压压力发生显着变化。基于平面度的控制概念需要对系统进行独立的分析描述。所提出的分析模型已经考虑了基于平面度的控制器设计的特殊要求。因此,第一步,对非线性控制系统进行物理建模,包括R2S?发生涡轮增压器和发动机。这里选择一种理论上的物理方法。但是,各种子模型(即涡轮机和压缩机)的响应是通过静态映射来模拟的。基于整个系统的复杂性以及单个组件发生不止一次且仅其参数不同的事实,在第一步中,描述了单个组件的行为,随后将其组合到一个总体系统中。此外,这导致了模块化设计,其易于促进后续的扩展和增强。将涡轮增压器本身的涡轮和压缩机的推导模型与测得的特性图进行比较。进气和排气侧的容积的填充和排空通过质量和焓的平衡方程来描述。将整个系统的十阶空间状态模型的发现简化为五阶模型。将简化后的模型和完整的模型与实际发动机的测量结果进行比较。建模的目的是证明R2S?系统是扁平的。平面系统特别适合于跟踪控制。

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