Assignment
# 2 AE4451
Form teams of 2 each.
Develop a computation routine which can analyze the
performance of a specified jet engine at a given flight altitude and Mach
number. This routine should be able to
handle any type of engine from ramjet to turboprop.
Technology assumptions
|
Engine type |
Subsonic ramjet |
scramjet |
Turbofan |
Turboprop |
|
Subsonic diffuser Pressure recovery factor |
0.9 |
N/A |
0.9 |
0.9 |
|
Compressor polytropic efficiency |
|
|
0.925 |
0.925 |
|
Turbine inlet temperature |
|
|
2100K |
2100K |
|
Max duct wall temperature |
2500K |
2500K |
2100K |
N/A |
|
Burner Pressure Recovery Factor |
Rayleigh line |
Rayleigh Line |
0.95 |
0.95 |
|
Nozzle Efficiency |
0.99 |
0.99 |
1.00 |
1.00 |
|
Max Nozzle Exit dia (supersonic) |
Same as Inlet Area |
Same as Inlet Area |
1.2 times inlet area |
N/A |
|
Limiting throat area |
Variable upto Inlet / duct area. |
Variable upto Inlet / duct area. |
Variable upto 0.1 times inlet area at turbine exit;
variable upto inlet area at afterburner throat |
|
Stage 1: (target:
Feb. 17)
Couple the ramjet engine to the inlet / combustor work that
you have already done in Assgt. 1.
Assume that the supersonic-combustion ramjet uses hydrogen
fuel and the subsonic-combustion ramjet
uses aviation jet fuel JP-4 (find the heating value of hydrogen-air and
JP-4/air)
Find Thrust per unit air mass flow rate (m/s) and TSFC (in
“per hour”) as functions of altitude and Mach number. Compare the overall
results for the subsonic and supersonic combustion ramjets.
Stage 2 (target:
Feb. 20)
Do the same for the turbofan and turboprop engines – the turbofan for Mach 0 to 3, and the turboprop for Mach 0 to 0.8