Robust control applied to minimize NOx emissions

D. Nelson-Gruel, Y. Chamaillard, A. Charlet, G. Colin
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引用次数: 3

Abstract

Legislation concerning pollutant emissions of diesel passenger cars is becoming increasingly restrictive, especially for nitrogen oxide (NOx) and particulate matter (PM). This article proposes to apply a CRONE control design methodology on a diesel engine in order to adapt the air-path and fuel-path of the engine and minimize NOx emissions. As the multivariable CRONE control strategies need a nominal transfer function (G0(s)) and some frequency response of the system (G(s)), several test-bench experiments and a linear identification of the system were performed. The aim of this approach was to find a decoupling and stabilizing controller for the combustion engine that minimized NOx emissions at each operating point considered and during transient of torque/engine speed. The system is a square multivariable system with three inputs: Exhaust gas recirculation valve (EGR), variable geometry turbine (VGT), and start of injection (SOI); and three outputs: mass air flow (MAF), boost pressure (Pboost) and NOx level (NOx). The CRONE control approach developed for multivariable square plants is based on the third generation scalar CRONE methodology. Fractional order transfer functions were used to define all the components of the diagonal open-loop transfer matrix, β0. Optimisation gave the best fractional open-loop transfer matrix and finally, frequency domain system identification was used to find a robust controller k(s) = G-10(s)β0(s). Performances of the proposed control structure were tested and validated with a number of experiments on a high dynamic test bed (NEDC driving cycle).
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采用稳健控制,最大限度地减少氮氧化物排放
关于柴油乘用车污染物排放的立法越来越严格,特别是对氮氧化物(NOx)和颗粒物(PM)。本文提出在柴油机上应用CRONE控制设计方法,以适应发动机的空气路径和燃料路径,最大限度地减少氮氧化物的排放。由于多变量CRONE控制策略需要一个标称传递函数(G0(s))和系统的一些频率响应(G(s)),因此进行了几个试验台实验和系统的线性辨识。该方法的目的是为内燃机找到一种解耦和稳定控制器,在考虑的每个工作点以及扭矩/发动机转速瞬态期间将NOx排放降至最低。该系统是一个方形多变量系统,具有三个输入:废气再循环阀(EGR)、可变几何涡轮(VGT)和喷射启动(SOI);和三个输出:质量空气流量(MAF),增压压力(Pboost)和氮氧化物水平(NOx)。多变量方形植物的CRONE控制方法是基于第三代标量CRONE方法开发的。分数阶传递函数用于定义对角开环传递矩阵β0的所有分量。通过优化得到最佳分数阶开环传递矩阵,最后通过频域系统辨识得到鲁棒控制器k(s) = G-10(s)β0(s)。在高动态试验台(NEDC驱动循环)上进行了大量实验,验证了所提出的控制结构的性能。
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