If we can understand F22 intake & F119 engine, we can guess & corelate F-47 intake & engine.
Is there
any online calculator for Pt2 & T2 based on aircraft speed, altitude (ambient temp. T0 & press. Pt0), intake area, inlet area?
So confirming this by example - Does this mean that that F110-GE-132's quoted 124.7 Kg/s is tested value on a ramp at 100% mil power, at sea level & standard conditions 14.7 psi/1atm & 59 F / 15 C / 288.15 K?
View attachment 774882
If we combine these calculations with F119 engine, then
- RATED 138.6 Kg/s air passes through it at sea level & standard conditions, stationary engine & produces dry thrust 116 KN.
- Moving engine to 20K ft. but stationary, reduces AMF & thrust by (6.75/14.7), so dry thrust = 53.27 KN, AMF = 63.64 Kg/s.
- Accelerating engine to Mach 0.9 at 20K ft, changes AMF & thrust by (11.42/14.7), so dry thrust = 90.12 KN, AMF = 107.67 Kg/s.
- Coming down at sea level, Mach 0.9, changes AMF & thrust by (24.86/14.7), so dry thrust =
196.17 KN dry & AMF = 234.39 kg/s. Is this thrust & AMF value true or possible for F119?
The F-22 would achieve Mach 1.8 supercruise at mid-altitude, let's consider 35K ft, where atmospheric pressure is 3.53 psi & temp. is -65.6 F / -54.2 C / 218.9 K. But
IDK how to calculate Pt2 & T2.
Can you please tell us what would be Pt2 & T2 & hence the AMF & dry thrust at 35K ft & Mach 1.8?
Thanks.
View attachment 774888
If i put above calculations in a table, it looks like following :
Bcoz air speed before inlet is unknown, so volume is unknown, air density (AMF/vol.) unknown.
View attachment 774890
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F-22 with F119 engine as reference | | | | | | | | | | | | | |
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Altitude | Aircraft speed | P0 Atmospheric pressure | Pt2 inlet pressure | Atmospheric air density | Inlet air density | Atmosphere Air temperature | Tt2 Inlet air temperature | Throttle | AMF entering inlet | AMF value | Thrust formula | Thrust value | Max Air speed before inlet |
At sea level | Zero | 14.7 psi / 1 atm / 1.01 bar / 1.03 Kg/cm2 / 101.35 kpa | 14.7 psi / 1 atm / 1.01 bar / 1.03 Kg/cm2 / 101.35 kpa | 1.22500 Kg/m3 | ? | 59 F / 15 C / 288.15 K | 59 F / 15 C / 288.15 K | 100%/MIL power | AMF.sea RATED | 138.6 Kg/s | RATED Thrust | 116 KN RATED | Mach 0.5/0.6/0.7/0.8/0.9 |
At sea level | Zero | 14.7 psi / 1 atm / 1.01 bar / 1.03 Kg/cm2 / 101.35 kpa | 14.7 psi / 1 atm / 1.01 bar / 1.03 Kg/cm2 / 101.35 kpa | 1.22500 Kg/m3 | ? | 59 F / 15 C / 288.15 K | 59 F / 15 C / 288.15 K | Afterburner | AMF.sea RATED | 138.6 Kg/s | RATED Thrust | 156 KN RATED | Mach 0.5/0.6/0.7/0.8/0.9 |
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At sea level | Mach 0.9 | 14.7 psi / 1 atm / 1.01 bar / 1.03 Kg/cm2 / 101.35 kpa | 24.86 psi / 1.69 atm / 1.71 bar / 1.74 kg/cm2 / 171.4 kpa | 1.22500 Kg/m3 | ? | 59 F / 15 C / 288.15 K | 143 F / 61.6 C / 334.8 K | 100%/MIL power | AMF.sea X (24.86/14.7) | 234.39 Kg/s | Rated Thrust X (24.86/14.7) | 196.17 KN gross | Mach 0.5/0.6/0.7/0.8/0.9 |
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20,000 ft. | Zero | 6.75 psi / 0.459 atm / 0.465 bar / 0.474 Kg/cm2 / 46.53 kpa | 6.75 psi / 0.459 atm / 0.465 bar / 0.474 Kg/cm2 / 46.53 kpa | 0.652694 kg/m3 | ? | -12.26 F / -24.58 C / 248.56 K | -12.26 F / -24.58 C / 248.56 K | 100%/MIL power | AMF.sea X (6.75/14.7) | 63.64 Kg/s | Rated Thrust X (6.75/14.7) | 53.27 KN gross | Mach 0.5/0.6/0.7/0.8/0.9 |
20,000 ft. | Zero | 6.75 psi / 0.459 atm / 0.465 bar / 0.474 Kg/cm2 / 46.53 kpa | 6.75 psi / 0.459 atm / 0.465 bar / 0.474 Kg/cm2 / 46.53 kpa | 0.652694 kg/m3 | ? | -12.26 F / -24.58 C / 248.56 K | -12.26 F / -24.58 C / 248.56 K | Afterburner | AMF.sea X (6.75/14.7) | 63.64 Kg/s | Rated Thrust X (6.75/14.7) | 71.63 KN gross | Mach 0.5/0.6/0.7/0.8/0.9 |
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20,000 ft. | Mach 0.9 | 6.75 psi / 0.459 atm / 0.465 bar / 0.474 Kg/cm2 / 46.53 kpa | 11.42 psi / 0.77 atm / 0.78 bar / 0.8 kg/cm2 / 78.73 kpa | 0.652694 kg/m3 | ? | -12.26 F / -24.58 C / 248.56 K | 60 F / 15.5 C / 288.7 K | 100%/MIL power | AMF.sea X (11.42/14.7) | 107.67 Kg/s | Rated Thrust X (11.42/14.7) | 90.12 KN | Mach 0.5/0.6/0.7/0.8/0.9 |
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Yeah i said & showed this already.
Corrected RPM, Actual RPM, Rated RPM, Indicated RPM, this bounced off my head.

Can you provide some link or video to understand this RPM formula?
I had some diagram by which fortunately i got that "519 R" means 519 RANKINE, a temp. unit which i didn't know.
So it turns out that 59 F = 519 R approx. = 15 C = 288.15 K.
When i put your formula in Google search then it doesn't give straight same result.
A YT video appears in result:
View: https://www.youtube.com/watch?v=RkEC-2MlsJ0
It says as you stated "Corrected speed is that speed at which the inlet temp. is that of ambient temp. at sea level, standard day i.e. 288.15 K."
It reduced the N1 RPM relation to Temp. as - when T0 increased to T1 then (N1/N0)^2 = T1/T0
View attachment 774902
View attachment 774903
So d=1meter, N0 = Rev/sec = 60*M*sqrt(Y*R*T0)/3.14
Re-labelling for real scenario -
N1 R/sec = 60*M*sqrt(Y*R*T2)/3.14
where M - Mach # before fan inlet, but we don't know its value -
M 0.5/0/6/0.7/0.8????
Y = Specific heat ratio of ambient air, diffuser, fan = 1.4
R = Gas constant = 286 J/Kg/K or m2/s2/K
T2 = Fan inlet temp. =
???? F-22 has convergent-divergent diffuser duct so the T2 & P2 are more than atmospheric P0 & T0.
But how to get T2 & P2?
F119 engine diameter = 100 cm = 1m
max theoretical fan tip linear velocity = Mach 1 = 343 m/s
max theoretical RPM = 60*343 / (2*3.14*0.5) = 6554.14 RPM = 109.23 RPS
N1 = 60*M*sqrt(Y*R*T2)/3.14
6554.14 = 60*1*sqrt(1.4*286*T2)/3.14
Max T2 before inlet = 293.82 K = 20.67 C = 69.2 F = 528.87 R
which is little above sea level Std. temp. 59 F = 519 R approx. = 15 C = 288.15 K
But obviously the engine won't run its tip at Mach-1.
So let's consider tip speed at Mach 0.8, a safe gap & T2 same = 293.82 K.
the N1 RPM= 60*0.8*sqrt(1.4*286*293.82)/3.14
N1 RPM = 5243.23 Rev/min. This would be, or close to, SAFE 100% MIL power RPM of F119 engine.
I hope these calculations are correct.
But still IDK how to calculate Pt2, T2 based on aircraft speed, altitude (ambient temp. T0 & press. Pt0), intake area, inlet area?
And bcoz air speed before inlet is unknown, so
volume is unknown, air density (AMF/vol.) unknown.