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SIMULATIPOM OF COMBUSTION ON A COMBUSTER MODEL l. OBJECTIVES 1. Simulate the process of combustion on a model using a mixture of fuel and air. 2. Plot the variation of the mass fraction of different species in the simulation using line…
Himanshu Chavan
updated on 01 May 2021
SIMULATIPOM OF COMBUSTION ON A COMBUSTER MODEL
l. OBJECTIVES
1. Simulate the process of combustion on a model using a mixture of fuel and air.
2. Plot the variation of the mass fraction of different species in the simulation using line probes at different location of the model.
ll. INTRODUCTION
1. COMBUSTION
Combustion is defined as achemical reaction in which a hydrocarbon reacts with an oxident to form products, accompanied by the release of energy in the form of heat.
Combustion manifests as awode domain during the design, analysis, and performance characteristics stage by being an integral part of various engineering applications like internal combustion engines,furnaces and power station conbustors.
2. Conbustion model for CFD Analysis
Comptational fluid dynamics modeling of combustion calls upon the proper selection and implementation of model suitable to faithfully represent the complex physical and chemical phenomenon associated with any combustion process.
The model should be competent enough to deliver information related to the species concentration, theri volumetric generation or destruction rate and changes in the parameters of the system like enthalpy, temperature and mixture density.
The model should be capable of solving the general transport equations for fluid flow and heat transfer as well as additional equations of combustion chemistry and chemical kinetics incorporated into that as per the simulating environment desired.
3. Possible types of Combustion Simulation possible in Ansys Fluent
The simulation of combustion can be divided into two types-
A. Combustion based on Mixing
B. Combustion based on Phase
4. Combustion Reactions
The general reaction of combustion is given as follows-
CH4+ar(O2+3.76N2)→aCO2+bH2O+cN2
Balancing the given stoichiometric equation-
The above values corresponds to the number of moles of the given species.
Therefore,
lll. PROBLEM STAEMENT
1. The fuel species is methane and the fluid is air, which contains a mixture of oxygen and nitrogen
2. The velocity of air at the inlet is 0.5 m/s.
3.The velocity of fuel at the inlet is 80 m/s.
4. Part 1 : Combustion simulation to get mass fraction of different species like CO2,H2O,CH4,N2,O2,NOxandSOOTformation
5. Part 2: Adding water in fuel from 5% to 30% by mole and observing the results ofNOxemission and SOOT formation.
NOTE:
lV. SPACECLAIM MODEL
1. Combustion Model
V. BOUNDARIES
the boundaries of the geometry are generated using the named selection feature of Ansys
1. Axis
2.fuel_inlet
3.Air_inlet
4.walls
5.outlet
Vl. MESH SETTING
1. Element Size: 1 mm
2. Method: All Triangle Method
3. Number of Nodes: 73670
4. Number Of Elements: 145540
Vll. SIMULATION SETUP
1. Solver: Steady
2. Type: Pressure Based
3. Turbulence Model: Standard k-epsilon with Standard Wall Functions
4. Energy Model: On
5. Species Model:
6: NOx Model:
7: Soot Model:
8. Boundaries:
8. Solution Method: SIMPLE
9. Initialization:
Vlll. POST PROCESSING
A. Contours
We create contours for Temperature, no,n2o,soot,ch4,o2
B. Charts At the Line Probes
With help of line probes, we can plot the variation of Mass fraction at different locations.
For that we have to create line probe at different locations.
Line probes at different location from left to right meter can be created as given below:
Line 1: Two point Method (0.05,0) (0.05,0.0852)
Line 2: Two point Method (0.1,0) (0.1,0.0852)
Line 3: Two point Method (0.15,0) (0.15,0.0852)
Line 4: Two point Method (0.20,0) (0.20,0.0852)
Line 5: Two point Method (0.25,0) (0.25,0.0852)
Line 6: Two point Method (0.3,0) (0.3,0.0852)
Line 7: Two point Method (0.35,0) (0.35,0.0852)
Line 8: Two point Method (0.45,0) (0.45,0.0852)
Line 9: Two point Method (0.6,0) (0.6,0.0852)
Line 10: Two point Method (0.7,0) (0.7,0.0852)
Variation Of Mass Fraction Of different species at anove locations can be given by plots
PART 1:
Residual
Temperature Contour:
CO2 Mass Fraction:
H2O Mass Fraction:
CH4 Mass Fraction:
N2 Mass Fraction:
O2 Mass Fraction:
Contours of NOx Mass Fraction:
NO:
N2O:
Contours of SOOT Mass Fraction:
PART 2:
CASE 1: 95 % CH4 and 5% H2O
Residual:
Temperature Contour:
CO2 Mass Fraction:
H2O Mass Fraction:
CH4 Mass Fraction:
N2 Mass Fraction:
O2 Mass Fraction:
Contours of NOx Mass Fraction:
NO:
N2O:
Contours of SOOT Mass Fraction:
CASE 2: 90 % CH4 and 10 % H2O
Residual:
Temperature Contour:
CO2 Mass Fraction:
H2O Mass Fraction:
CH4 Mass Fraction:
N2 Mass Fraction:
O2 Mass Fraction:
Contours of NOx Mass Fraction:
NO:
N2O:
Contour of SOOT Mass Fraction:
CASE 3: 80 % CH4 and 20 % H2O
Residual:
Temperature Contour:
CO2 Mass Fraction:
H2O Mass Fraction:
CH4 Mass Fraction:
N2 Mass Fraction:
O2 Mass Fraction:
Contours of NOx Mass Fraction:
NO:
N2O:
Contours of SOOT Mass Fraction:
Case 4: 70% CH4 and 30% H2O
Residuals:
Temperature:
CO2 Mass Fraction:
H2O Mass Fraction:
CH4 Mass Fraction:
N2 Mass Fraction:
O2 Mass Fraction:
Contour Of NOx Mass Fraction:
NO Mass Fraction:
N2O Mass Fraction:
SOOT Mass Fraction:
lX. OBSERVATION
Comparison of temperature & Mass Fraction Of Nox and Soot
CASE | Temperature | Mass Fraction Of N2O | Mass Fraction Of NO | Mass Fraction Of SOOT |
Part 1 | 2.31 E+03 | 3.76 E-07 | 7.59 E-03 | 1.08 E-11 |
Case_1 | 2.30 E+03 | 3.58 E-07 | 6.37 E-03 | 7.03 E-12 |
Case_2 | 2.29 E+03 | 3.42 E-07 | 5.32 E-03 | 4.13 E-12 |
Case_3 | 2.26 E+03 | 3.14 E-07 | 3.53 E-03 | 2.86 E-12 |
Case_4 | 2.23 E+03 | 2.87 E-07 | 2.17 E-03 | 1.49 E-12 |
X. CLAIMS
Xl. CONCLUISION
The simulation provides a complete temperature distribution along the geometry. Contours of various species can be studied.
By adding water, the pollutant soot and NOx formation at the outlet is reduced. The plots of the same is also looked into.
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