Originally posted by Crumpp
Your right I meant Merlin 61 (+15), typo. So It increased
60Km = 37 miles per hour to 70 km = 43mph for a 500 hp increase and recieved an additional 40 km = 24mph for adding another 150hp.
Total gain; 750 hp = 61mph - 67mph
Nonsense, you apparently can't calculate nor understand what we are talking about. The output at 3k increased roughly following amount:
Merlin 61 (+15) about 1550 hp
Merlin 66 (+18) about 1700 hp => 150 hp gain over Merlin 61 and 40 km/h increase in speed.
Merlin 66 (+25) 2050 hp => 500 hp gain over Merlin 61 and 60-70 km/h increase in speed.
BTW you might be suprised to know that 500 + 150 = 650 but I wonder why you are making such calculation?
Originally posted by Crumpp
The Spitfire added a huge amount of additional power for tiny gains in speed. Why? It had to fight to overcome the great lift it's wing provided.
Nonsense, you apparently still can't understand the induced drag despite all the sources. At any given speed the Fw 190 had more drag due to lift than the Spitfire. The numbers are clear.
Originally posted by Crumpp
Now lets look at verifiable facts on the Spitfire:
No need to comment, you are comparing planes at different altitudes, FTHs and ratings without sense. BTW JL 165 performed below average as Nashwan noted, see
this.
Originally posted by Crumpp
So for 750 hp gain (which you claim) we see a top speed increase from the Merlin 61 to the Merlin 66 (+25) OF:
Merlin 61 - 403 mph
Merlin 66 - 441 mph (based on speculation since we have no speed test or hard data at these conditions)
Merlin 66(+25) - 389mph (the one we do have hard data on. It did gain 9 mph over the Merlin 61 at the same height.)
38 mph gain for 750hp input.
This part is so laughable that I had to quote it anyway. Shortly total nonsense.
Originally posted by Crumpp
Which BTW your numbers in now way match the calculator from the US Naval Academy Post Graduate.
I would apreciate it if you would list all the values you are using.
E factor etc...
All the needed values are listed allready above including E (efficiency) factor. As noted above, I used same E factor 0,9 for both planes. But as NASA
site notes, the Spitfire had near ideal shape of the wing, so here are the values at 3g load using E factor 0,95 for the Spitfire and 0,8 for the Fw 190:
Spitfire IX
300km/h Cl=1,043 Cdi=0,0650
600km/h Cl=0,261 Cdi=0,0041
Fw 190A-5
300km/h Cl=1,451 Cdi=0,139
600km/h Cl=0,363 Cdi=0,00869
BTW the calculator in your
linkdoes not calculate Cdi nor Cl at given load, use formulas from NASA links above. Remember your own words:
"
You cannot argue though with the science. The numbers don't lie."
gripen