mcl345-40.ppt

Combustion in Diesel Engines
P M V Subbarao
Professor
Mechanical Engineering Department
Special Behavioral Issues of Teen Combustion ….

Occurrence of Process in CI Engines
-10
Start of
injection
End of
injecction

Post Ignition Process in CI Engines

-10 TC
-20 10 20 30
Start of
injection
End of
injecction
Homogeneous Combustion in CI Engine
Premixed combustion phase (bc) – combustion of the fuel which has
mixed with the air to within the flammability limits (air at high-
temperature and high-pressure) during the ignition delay period
occurs rapidly in a few crank angles.

Premixed combustion
• It is assumed that the rate of premixed combustion is
proportional to the mass of the fuel-air mixture prepared
during the ignition delay period and given as
c
j
mix
p
p
j
b m
C
dt
dm

,
,










l
c
S

 
where  is the Taylor microscale and Sl is the laminar flame speed.
mmix,j is the mass of the fuel-air mixture in the given element.
Cp is an arbitrary tuning constant determined to (0.002 to 0.005)
to match the test bed data.

The Taylor microscale
• The Taylor microscale is given as
2
1
'
15
















 L
u
A
L
where u' is the rms value of turbulent fluctuation velocity,
L is the integral length scale, and  is the kinematic
viscosity.
The constant, A, is set to be close to unity.
The integral length scale is given as

4
3
4
/
3 k
v
C
L 

where the constant, Cv, is in the range of 0.06 – 0.12.

• Mixing controlled combustion phase (cd) – after premixed
gas consumed, the burning rate is controlled by the rate at
which mixture becomes available for burning.
• The burning rate is controlled primarily by the fuel-air
mixing process.
-10 TC
-20 10 20 30
Start of
injection
End of
injecction

Diffusion combustion
• Fuel-air mixing is the dominant mechanism to determine the rate of
combustion during the diffusion combustion period.

Diffusion combustion
• Fuel-air mixing is the dominant mechanism to determine the
rate of combustion during the diffusion combustion period.
• The turbulent mixing time scale is introduced to represent the
rate of fuel-air mixing as,
c
ca
c
ca
j
e
d
j
b
dt
dm
dt
dm























for
,
,
c
ca
j
e
d
j
b
dt
dm
dt
dm

 

















for
,
,
3
/
1
2
e
e
,
where
m






















L
C
dt
dm
e
e
j
e

• where mb; and me are the masses of burned fuel and
entrained air in the element.
• The time scales, c and ca, denote the mixing time and the
time corresponding to one degree crank angle.
• The arbitrary tuning constant, Ce, is chosen here to be 3.0 -
- 5.0 X 10-5 to match the test bed data.

Post Injection Combustion
• The models during the fuel injection period may not be
applicable after the end of fuel injection for the spray detached
from the nozzle and moving downstream.
• The in-cylinder flow effects need to be considered to predict the
combustion after the end of fuel injection.
• This is described as a mixing process with the available air at a
rate controlled by turbulence in the fuel jet as,
m
e
a
e,
,
,











a
e
j
e
C
dt
dm
where mea is the total mass of unused air in the cylinder.
The constant, Ce,a, is determined from the continuity of the
combustion rate at the end of fuel injection.

Post (End of ) Injection Combustion
• The models during the fuel injection period may not be
applicable after the end of fuel injection for the spray detached
from the nozzle and moving downstream.
• The in-cylinder flow effects need to be considered to predict the
combustion after the end of fuel injection.
• This is described as a mixing process with the available air at a
rate controlled by turbulence in the fuel jet as,
m
e
a
e,
,
,











a
e
j
e
C
dt
dm
where mea is the total mass of unused air in the cylinder.
The constant, Ce,a, is determined from the continuity of the
combustion rate at the end of fuel injection.

• Late combustion phase (de) – heat release may proceed at
a lower rate well into the expansion stroke (no additional
fuel injected during this phase).
• Combustion of any unburned liquid fuel and soot is
responsible for this.
-10 TC
-20 10 20 30
Start of
injection
End of
injecction

Emission norms for Heavy diesel vehicles:
Norms CO
(g/kwhr)
HC
(g/kwhr)
Nox
(g/kwhr)
PM
(g/kwhr)
1991 Norms 14 3.5 18 -
1996 Norms 11.2 2.4 14.4 -
stage 2000 Norms 4.5 1.1 8.0 0.36
Bharat stage-II 4.0 1.1 7.0 0.15
Bharat Stage-III 2.1 1.6 5.0 0.10
Bharat Stage-IV 1.5 0.96 3.5 0.02

Hydrocarbon Emission Sources for CI Engines
Overmixing of fuel and air - During the ignition delay period
evaporated fuel mixes with the air, regions of fuel-air mixture are
produced that are too lean to burn.
Some of this fuel makes its way out the exhaust.
Longer ignition delay more fuel becomes overmixed.
Undermixing of fuel and air - Fuel leaving the injector nozzle at low
velocity, at the end of the injection process cannot completely mix
with air and burn.

Effect of Ignition Delay on HC Emissions in CI Engine
Exhaust
HC,
ppm

Formation of CO in CI Engines
• The mean air-fuel mixture present in the combustion chamber
per cycle is far leaner in the diesel engine than in the SI
engine.
• Due to a lack of homogeneity of the mixture built up by
stratification, however, extremely “rich” local zones are exist.
• This produces high CO concentrations that are reduced to a
greater or lesser extent by post-oxidation.
• When the excess-air ratio increases, dropping temperatures
cause the post-oxidation rate to be reduced.
• The reactions “freeze up”.
• However, the final CO concentrations of diesel engines
therefore are far lower than in SI engines.
• The basic principles of CO formation, however, are the same
as in SI engine.

Particulates
• A high concentration of particulate matter (PM) is manifested
as visible smoke in the exhaust gases.
• Particulates are any substance other than water that can be
collected by filtering the exhaust, classified as:
• Solid carbon material or soot.
• Condensed hydrocarbons and their partial oxidation products.
• Diesel particulates consist of solid carbon (soot) at exhaust gas
temperatures below 500oC, HC compounds become absorbed on
the surface.
• In a properly adjusted SI engines soot is not usually a problem .
• Particulate can arise if leaded fuel or overly rich fuel-air mixture
are used.
• Burning crankcase oil will also produce smoke especially during
engine warm up where the HC condense in the exhaust gas.

Particulate composition of diesel engine exhaust

20
The soot formation process is very fast.
10 – 22 C atoms are converted into 106 C atoms in less than 1 ms.
Based on equilibrium the composition of the fuel-oxidizer mixture soot ,
formation occurs when x ≥ 2a (or x/2a ≥ 1) in the following reaction:
Mechanism of Formation of Particulates (soot)
)
(
)
2
(
2
2 2
2 s
C
a
x
H
y
aCO
aO
H
C y
x 




Experimentally it is found that the critica C/O ratio for onset of soot
formation is between 0.5 and 0.8.
The CO, H2, and C(s) are subsequently oxidized in the diffusion flame
to CO2 and H2O via the following second stage.
O
H
O
H
CO
O
s
C
CO
O
CO 2
2
2
2
2
2
2
2
1
)
(
2
1






Any carbon not oxidized in the cylinder ends up as soot in the exhaust!

NOx Formation in I.C. Engines
Three chemical reactions form the Zeldovich reaction are:
Forward rate constants:
 
 
 
T
k
T
k
T
k
f
f
f
/
450
exp
10
1
.
7
/
4680
exp
10
8
.
1
/
38370
exp
10
8
.
1
10
,
3
7
,
2
11
,
1









Zelodvich reaction is the most significant mechanism of NO
formation in IC engines.

22
Global Reaction Rate
• Using the chemical reactions given, one can write the
following expression for the rate of change of nitric oxide
concentration.
• Where the brackets denote concentrations in units of molecules/m3.
• Approximations to solve above equation:
• The C-O-H system is in equilibrium and is not perturbed by N2
dissociation.
• This means that the pressure, temperature, equivalence ratio and
residual fraction of fluid element only are required to calculate NO
concentration.
• N atoms change concentration by a quasi-steady process.
• This means that one can solve for the N atom concentration by
setting the rate of change of atoms to zero.
                   
H
NO
k
OH
N
k
O
NO
k
O
N
k
N
NO
k
N
O
k
dt
NO
d
b
f
b
f
b
f ,
3
,
3
,
2
2
,
2
,
1
2
,
1 






24
Effect of Equivalence Ratio on NO Concentration

Emissions Control
• Three basic methods used to control engine emissions:
• 1)Engineering of combustion process -advances in fuel
injectors, oxygen sensors, and on-board computers.
• 2) Optimizing the choice of operating parameters -two Nox
control measures that have been used in automobile engines
are spark retard and EGR.
• 3) After treatment devices in the exhaust system -catalytic
converter.
25

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