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A SIMPLIFIED CATALYTIC CONVERTER MODEL FOR AUTOMOTIVE COLDSTART CONTROL APPLICATIONS

机译:汽车冷启动控制应用的简化催化转化器模型

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摘要

More than three-fourths of the unburned hydrocarbon (HC) emissions in a typical drive cycle of an automotive engine are produced in the initial 2 minutes of operation, commonly known as the coldstart period. Catalyst light-off plays a very important role in reducing these emissions. Model-based paradigm is used to develop a control-oriented, thermodynamics based simple catalyst model for coldstart purposes. It is a modified version of an available model consisting of thermal dynamics and static efficiency maps, the critical modification being in the thermal submodel. Oxygen storage phenomenon does not play a significant role during the warm-up of the engine. The catalyst is modeled as a second-order system consisting of catalyst brick temperature and temperature of the feedgas flowing through the catalyst as its states. Energy balance of an unsteady flow through a control volume is used to model the feedgas temperature, whereas energy balance of a closed system is used to model the catalyst brick temperature. Wiebe profiles are adopted to empirically model the HC emissions conversion properties of the catalyst as a function of the catalyst temperature and the air-fuel ratio. The static efficiency maps are further extended to include the effects of spatial velocity of the feedgas. Experimental results indicate good agreement with the model estimates for the catalyst warm-up. It is shown that the model represents the system more accurately as compared to the previous model on which it is based and offers a broader scope for analysis.
机译:在汽车发动机的典型驱动循环中,未燃烧的碳氢化合物(HC)排放的四分之三以上是在运行的最初2分钟内产生的,通常称为冷启动期。催化剂起燃在减少这些排放中起着非常重要的作用。基于模型的范式用于为冷启动目的开发基于控制的,基于热力学的简单催化剂模型。它是由热动力学和静态效率图组成的可用模型的修改版本,关键修改位于热子模型中。在发动机的预热过程中,储氧现象并不重要。催化剂被建模为由催化剂砖温度和流过催化剂的进料气温度作为其状态的二级系统。通过控制量的非恒定流的能量平衡用于模拟进料气温度,而封闭系统的能量平衡用于模拟催化剂砖温度。采用Wiebe曲线,根据催化剂温度和空燃比对催化剂的HC排放转化特性进行经验建模。静态效率图进一步扩展为包括进料气的空间速度的影响。实验结果表明,该模型与催化剂预热模型估计吻合良好。结果表明,与以前的模型相比,该模型可以更准确地表示系统,并提供了更广阔的分析范围。

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