Week 10: Project 1 - FULL HYDRO case set up (PFI)
AIM: To perform Full- hydro simulation by surface preparation and boundary flaggig using Converge CFD and post process the results using Paraview.
OBJECTIVE:
- To perform surface preparation and bounary flagging on a given IC engine case.
- Setting up Full-Hydro case setup-(PFI)simulation for the setup.
- To show the animation how all the valves and pistons move at various strokes
-
Answer the following questions
1. What is the compression ratio of this engine?
2. Why do we need a wall heat transfer model? Why can't we predict the wall temperature from the CFD simulation?
3. Calculate the combustion efficiency of this engine
4. use the engine performance calculator, to determine the power and torque for this engine.
NOTE : Since Work and Torque has the same unit (N-m) , it doesn't mean value for Torque and Work will be the same.
Both are different quantities and has totally different meaning.
So the value for work that you will be getting from the engine performance calculator is not the value for the torque.
Calculate the value for the torque using the formula as shown below,
Power(P) = (2*π*N*T)/60
5. What is the significance of ca10, ca50 and ca90?
METHODOLOGY:
Introduction:
Port fuel injection 4 stroke model is subjected to No-hydro simulation using Converge CFD. In No hydro simulation the reactions will not be considered or Naier's stokes equations will not be solved but mesh and part movement will be checked. On confidence gained through No Hydro simualtion we proceed to Full hydro simulation. PFI involves fuel injection in the port / intake port which enters the combustion chamber through the inlet valve.
PROCEDURE:
- Geometry
PFI geometry is imported as an stl file into the converge studio. This geometry has a number of errors that are fixed and followed by boundary flagging.

Surface Preparation and Boundary Fllaging

When the geometry was subjected to diagonsis intersection, nonmanifold problems. open edges and normal orientation errors were observed. Boundary Flagging aid in elliminating the errors
Boundary Flagging
Liner and Piston
By using boundary fence and selction boundary by angle method we could flag liner and piston.

Cylinder Head
It involves removal of inlet and outlet valves for the flagging of cylinder head.



Exhaust Valve - Top, bottom and angle by bounary fence


Inflow and out folow by Angle

Moving Inlet valve by 0.0005 m due to interference with inlet port



Spark Plug

Inlet port 2 to consider the effect of parcels only in half of inlet port

Errors:
1. Open Edges
It is resolved by auto assign boundary for new triangles option under Repair Tab


2. Intersection
One triangle is passing through the other triangle. So delete, stitch and patch them


3. Normal Orientation

REGIONS

Case Setup-
- Application Type

Select 'Gas Simulation' Parcel and 'species'.
Parcel in material section




Import thermal data


Import Mech data.
- Simulation Parameters-




- Boundary Conditions-


STOICHIOMETRIC EQUATION
`C_8H_18 + 12.5(O_2+3.76N_2) -> 8CO_2 + 9H_2O + (3.76*12.5)N_2`
| Stoichiometric Calculation | |||||
| Species | MOLES | Molecular Weight (g/mol) | Mass | Mass Fraction | FORMULA |
| CO2 | 8 | 44.01 | 352.08 | 0.192304403 | Mass fraction = induvidual mass/Total Mass |
| H2O | 9 | 18.01528 | 162.13752 | 0.088558734 | |
| N2 | 47 | 28.0134 | 1316.6298 | 0.719136864 | Mass =Molecular weight * Moles |
| TOTAL | 1830.84732 | 1 | Total Mass = sum of Induvidual Mass | ||

Piston:

Liner

Cylinder Head

OUTFLOW


INFLOW

EXHAUST PORT

Exhaust Valve - top, bottom and angle
Import valve lift data and minimum lift 2 e-4 m


Intake Port

Intake Port 2

Inlet Valve - top, bottom and angle
Import valve lift data and minimum lift 2 e-4 m

Spark Plug and Terminal


- Initial Conditions and Events:




Events


- Physical Models:
SPRAY MODELLING

Orourke model shows better performance for gasoline sprays

The radius here is the cut off radius below which the 1 D heat diffusion equation is not solved or temperature gradient effect in parcels below this radius will not be studied and will be considered as constant throughout the body. Small parcels we say same temp all across its body.






Set recommendation à Gasoline PFI


Nozzle definition







COMBUSTION MODELLING

Note when exhaust valve opens – Combustion model ends or end time
When exhaust valve closes – combustion starts or start time



SOURCE/ SINK MODELLING





TURBULENCE MODELLING

- Grid Control:



IN ADDITION TO NO HYDRO SIMULATION THE FOLLOWING FIXED EMBEDDING NEEDS TO BE ADDED





ADAPTIVE MESH REFINEMENT



TIMING MAP – RIGHT CLICK ADAPTIVE MESH REFINEMENT

- Post-Processing:

- Output Files:

- RESULTS AND DISCUSSION:
PLOTS:
1.Pressure plot

Inference: It is depicted fromt the plot that compression pressure increases & high at start of combustion
2. Mean Temperature Plot

Inference: Mean Temperature is high at the start of combustion process and reaches a maximum value of 1700K
3. Heat Release Rate

Inference: It is envisaged from the graph that Heat release rate increases on the start of combustion process and decreases at the end of cycle. Since we have specified heat source for the model at that point heat release is maximum.
4. Emission

Inference: It is envisaged from the graph that CO pollutant is comparatively higher to other pollutants. CO can be reduced by installing Aftertreatment devices to meet the emission standards.

Inference:
| PARAMETERS | VALUE | UNIT |
| Max Volume | 0.000574 | m^3 |
| Min Volume | 0.0000575 | m^3 |

Inference:
| Total Heat released by combustion | 1241.04 | Joules | From Graph |

| Work done | 468.646 | Joules | From engine performance Calculator |
| Duration | 240.199 | From engine performance calculator |
The following queries are answered with detailed formulae in table below:
1. What is the compression ratio of this engine?
2. Calculate the combustion efficiency of this engine
3. use the engine performance calculator, to determine the power and torque for this engine.
| Compression Ratio | PARAMETERS | VALUE | UNIT | FORMULA |
| Max Volume | 0.000574 | m^3 | ||
| Min Volume | 0.0000575 | m^3 | ||
| Compression ratio | 9.982608696 | = Max Volume/Min Volume | ||
| =10:1 | ||||
| Fuel Calculations | ||||
| RPM | 3000 | RPM | ||
| RPS | 50 | RPS | =RPM/60 | |
| DPS | 18000 | degrees/sec | ||
| Time Per Degree | 5.55556E-05 | sec/degree | =1/DPS | |
| Time Per 720 degrees | 0.04 | sec/cycle | =Time per degree*720 | |
| Fuel flow rate | 7.50E-04 | kg/sec | Given | |
| Fuel Mass per cycle | 3.00E-05 | kg/cycle | =fuel flow rate *timeper 720 degrees | |
| Combustion Efficencey | ||||
| Calorific Value of Fuel | 44000000 | J/Kg | ||
| Amount of Fuel | 0.00003 | kg/cycle | =Fuel mass per cycle | |
| Total Heat content of fuel | 1320 | J/kg | =Amount of fuel*Calorific Value | |
| Total Heat released by combustion | 1241.04 | Joules | From Graph | |
| Combustion Efficiency | 94% | =Total heat released by combustion / Total heat content of fuel | ||
| Engine Power & Torque | ||||
| Work done | 468.646 | Joules | From engine performance Calculator | |
| Duration | 240.199 | From engine performance calculator | ||
| Time per 240.199 degree | 0.013344389 | =Duration*Time per 720 degree/720 | ||
| Power | 35119.33022 | J/Sec or watts | =workdone/Time | |
| Pi | 3.14 | |||
| Torque | 111.85 | Nm | =Power*60/(2*Pi*N) |
4. Why do we need a wall heat transfer model? Why can't we predict the wall Temperature from the CFD simulation?
Performance and emission of an engine is affected by heat transfer. Near Wall measurement is generally used under CFD simulation but there will be some heat loss due to temperature gradient across wall. For accurate prediction of engine heat transfer, wall temperature models are useful for accomplishing heat transfer from the hot gases to all the engine parts, also to the coolant and lubrication oil. It is clear that in PFI engine simulation computational time is large due to complex geometry and solving of both Navier’s stokes and heat transfer equation when we consider the heat transfer effect between fluid and solid surface. Thus, Wall transfer models give more preference to heat transfer and less preference to fluid motion and reactions.
5. What is the significance of ca10, ca50 and ca90?
| ca10 | 10% of the combustion take place & represents the start of ignition |
| ca50 | 50% of the combustion take place & represents the end of air-fuel mixture combustion |
| ca90 | 90% of the combustion take place & represents the end of combustion. |
Animation:


Youtube Link
https://youtu.be/GlNplb_FDb0
4. CONCLUSION:
The problem Full- hydro simulation by surface preparation and boundary flaggig using Converge CFD and post process the results using Paraview was simulated and below learnings were made successfully.
- Surface preparation or Geometry clean up involving eliminating errors like intersection, open edges, normal orientation and non manifold edges were studied
- Boundary Flagging and valve & piston motion simulation
- Combustion efficiency of engine was calculated.
- Compression ratio and wall heat transfer model were studied
- Power and torque was calculated using engine performance calculator.
- Importance of ca10, ca50 and ca90 were studied