Abstract
This Chapter presents the design and validation results of ECU-oriented models for \(\lambda \)-1 and \(\text {NO}_{\text {x}}\) prediction. The first is just based on the calculation of the fuel-to-air ratio by the injected fuel mass flow and the air mass flow signals from the ECU while the second is based on a nominal set-point relative fitting of the \(\text {NO}_{\text {x}}\) with a series of corrections for accounting with variations on \(\lambda \)-1, temperatures and other signals. The \(\text {NO}_{\text {x}}\) model combines look-up tables with physical-based equations and is designed for being implemented on commercial ECUs.
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Notes
- 1.
If \(p^*_{boost}\) set-point is increased for a constant air mass flow (\(\dot{m}_{a}\)) set-point, then \(u_{egr}\) will be opened and more \(\dot{m}_{egr}\) will enter the cylinder (consequently \(\dot{m}_{int}\) will be higher), producing that \(\mathrm{{NO}}_\mathrm{{x}}\) should be lower. This effect might be shifted if \(u_{egr}\) is already opened, especially at low load and regime areas, or engine is running out of the EGR area.
- 2.
Moisture increases the air specific heat \(c_p\), diminishing in-cylinder temperature \(T_{cyl}\).
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Blanco-Rodriguez, D. (2014). Control Models for Engine-Out \(\mathrm{{NO}}_\mathrm{{x}}\) and \(\lambda ^{-1}\) . In: Modelling and Observation of Exhaust Gas Concentrations for Diesel Engine Control. Springer Theses. Springer, Cham. https://doi.org/10.1007/978-3-319-06737-7_4
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DOI: https://doi.org/10.1007/978-3-319-06737-7_4
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