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Automotive Application: "Diesel Exhaust After-treatment System"
(Courtesy of APT/CPERI, Greece)
Problem Overview
The Chemical Process Engineering Research Institute (CPERI) is one of the Institutes of the
Centre for Research and Technology-Hellas (CERTH), a leading research organisation that carries
out diverse research projects in close collaboration with European and US Industries in the areas
of energy conservation, environmental processes, solid fuels, liquid fuels and hydrocarbons,
chemical technology, polymers, membrane processes, electrochemical processes, and aerosol & particle
technology.
The test case presented here is the exhaust after-treatment system of a light-duty (Euro III)
direct injection Diesel engine. The motivation for the automotive application lies in the increasing
market share of Diesel powered passenger automobiles and in the stricter emissions levels planned
for both light- and heavy-duty Diesel vehicles, particularly in Europe and the USA.
A Diesel exhaust after-treatment system is called upon to handle a number of pollutants, including
nitrous oxides (NO, NO2), unburned hydrocarbons and particulate matter. The latter pollutant poses
particular difficulties to the exhaust after-treatment system design which itself is constrained
by the requirement of not adversely affecting engine operation and of maintaining the Diesel
engine's fuel economy advantage. A number of exhaust after-treatment devices such as catalytic
converters and filters, based on porous and/or honeycomb-structured materials, are placed along
the exhaust line in order to remove/convert the aforementioned pollutants. The function of these
components and their interaction is strongly affected by exhaust gas flow field at many physical
scales, from the scale of the exhaust system to the scale of the material features (honeycomb
structure). At the same time, the ever increasing complexity of the Diesel
exhaust after-treatment system dictates that isolated optimisation of component devices is not
sufficient. The approach taken here to achieve the needed system-level optimisation is to use
APUS-CFD and the FlowGrid environment as the computational engine providing the exhaust gas flow
field at the larger physical scales, while flow and mass/heat transfer phenomena at the smaller
scales are handled by pre-existing models, which are coupled to the flow solution.
The primary objective of this case study is the use of APUS-CFD in conjunction with
application-specific models for the optimisation of the after-treatment system design. With the
use of a simulation tool based on 3-D CFD modelling, this optimisation is primarily concerned with
the system shape/configuration and with the sizing of the devices. The figure below shows such
configuration.
| Device configuration
for an exhaust after-treatment system
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With respect to device sizing, the prior art is the use of area-averaged values for the flow
parameters within the after-treatment devices being modelled or, one level further, the modelling
of an axisymmetric variation. Hence, the focus in the current context is in the additional
information which a 3-D flow solver can provide:
- exhaust gas velocity and temperature profiles entering the DPF and DOC devices,
- temperature distribution within the devices due to 3-D internal heat transfer and
non-axisymmetric heat losses to the exterior.
The aim is for the above parameters to be used as realistic boundary conditions for the
application-specific models of the after-treatment devices. Specifically, within the DPF, coupling
with the 3-D flow solver is expected to improve the predictive capability of the DPF regeneration
model which will in turn be assessed by observation of:
- time response of the DPF pressure drop (flow resistance)
- time response of the DPF (internal) temperatures and outflow temperature,
- distribution of soot mass loading within the filter during and after the regeneration sequence.
Results and Conclusions
The flow resistance for the Diesel Oxidation Catalyst (DOC) and Diesel Particulate Filter
(DPF) were modelled using momentum sinks. For turbulence, the standard k-e model was used.
The regions occupied by the DPF and DOC monoliths are considered laminar zones (no production
or dissipation of turbulence; momentum transfer is based on laminar viscosity). A mixed type mesh,
consisting of hexahedral, wedges and tetrahedral elements was generated (1.5 Million) to capture the pipe
wall boundary layer, the flow patterns created by bends in the exhaust, and the inflow diffuser cone flow
pattern.
The 90° bend in the exhaust line creates non-axisymmetry in the exhaust flow (see Figure below) which
the APUS-CFD solution shows to persist until the DPF. This non-axisymmetric flow field affects the operation
of both the DOC and DPF.
| Velocity contour on the middle-plane
of the exhaust system |
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The flow pattern in the inflow cones of these components are characterised
by torroidal regions of recirculation. These are less pronounced in the DPF because the flow
resistance presented by the filter monolith assists in the spreading of the flow. These flow
features exist even for axisymmetric flow and are significant for the determination of the inflow
profiles of velocity and temperature entering the DOC and DPF devices.
| Velocity contours on
DPF |
Velocity contours on
DOC |
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Further validation of APUS-CFD was performed by assessing the accuracy of the inflow profiles
on the DPF.
The comparison of the axial velocity profiles on diametric lines just upstream the DPF show quite
good agreement between APUS-CFD and a reference solver (see Figures below). This comparison is
considered quite strict due to the fact that it assesses the capture of the flow asymmetry at a
location of interest which is relatively far downstream of the (secondary) geometry features which
generate the asymmetry in the inflow profiles.
| Axial Velocity profile along A-A
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Axial Velocity profile along B-B
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For the transient case, the accuracy of APUS-CFD was assessed
using the case of transient DPF loading. The loading of the DPF is
simulated by the transient DPF loading model, adapted for coupled
execution with the flow solver. It should be noted that this model
is based on cake-filtration and cannot capture the initial deep-bed
filtration regime exhibited for the initial 200 seconds of the
loading sequence. The same case was also run on a single workstation
using 'third party' CFD solver with the corresponding
user-programming also implementing the aforementioned DPF loading
model. The comparison of results (see below) is satisfactory
considering the simplification of the loading model implemented in
the flow solvers. Compared to the single-channel DPF model result,
the response of the back pressure predicted by the DPF model coupled
to the flow solvers seem to better capture the curvature of the
loading curve, a feature that can be attributed to the establishment
of a soot loading distribution in the filter that forces a more
uniform velocity inflow profile.
| Comparison of Transient
DPF loading between APUS-CFD, Reference Solver and test
data |
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Other Applications
Land Transportation
Marine
Motorsport
Power Generation
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