Originally posted by Nashwan
Where is this figure coming from?
The Spitfire manual notes
* S.L. and 20,000ft. - 450 (385)
* 20,000 & 25,000ft. - 430 (370)
* 25,000 & 30,000ft. - 390 (335)
* 30,000 & 35,000ft. - 340 (292)
430 at 20,000 ft is about 590 TAS. That's about mach 0.84 (and the manual says limit is 0.85)
Ok, i just had a closer look. Actually it´s quite easy.
430mph = 692km/h. Going up FW-190 chart to 6km -> ~880km/h, 546mph Mach 0.77.
Recalculated by Hand:
R...........287,0500
Kappa...1,4050
Tgrad...-0,0065
G..........9,8100
Rho0....1,2250
T0 [K]...288,1500
Höhe [m]....6000,0000
CAS km/h...692,0000
At Altitude:
Temp.........249,1500
Rho...........0,6595
A [m/s].....316,9913......(speed of sound)
CorrRho 0,7337
Step0 Calc:
CAS m/s 192,2222
TAS_C0 261,9738............(applied corrrho, density correction of IAS->TAS)
M_C0 0,826438284......(using step0 TAS)
KorrM 1,0873................(fw190 formula)
Step1 Calc:
TAS_C1[m/s].......240,9302............(applied KorrM)
TAS_C1 [km/h]....867,3486
M_C1 ..................0,7601
I used two steps because Machnumber must be determined by a kind of iteration actually. I mean as long as you don´t know your exact TAS where you need Mach number, you can´t calculate the exact Machnumber. So you need an iteration.
In any case claiming M0.85 for 430mph IAS is pretty off.
niklas