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The Zero was a carrier based plane, like all such planes it needs a low stall speed and control near stall speeds to land on a carrier.So why is stall speed so significant?
Firstly the obvious one is that planes with lower stall speeds have smaller turn radius and if they have good power to weight ratio they can do a sustainable low radius turns such as the A6M Zeros.
Wait, how do you calculate this this then? As a fast and loose estimate I often take power-off stall x square root of the rated g-load for turns, and power-on for loops. The TAS figures require you to know the airspeed correction figures (at least that can usually be found in flight-manuals).Calculating the stall speed with a notional CL doesn't really work.
There is little point in high power-on stall speeds. At the speeds you'll typically be doing with these power settings, you'll likely be getting high-speed stall, which can happen at any speed.The power on/off stall speed probably seems to be the hardest one to come across since the British don't even seem to bother to include both, and the figures are sometimes based on power-settings that are either low power-settings or settings that don't correspond to various combat settings (i.e. military or WEP settings).
Actually it could be used for loops since that's symmetrical flight. The complexity of turns tend to make using power-off stall or using the weight/coefficient of lift as the means of calculating turn-rates. There's probably other uses for this as well.There is little point in high power-on stall speeds.
Go-arounds and wave-offs do hinge upon large applications of power...Low power stall settings are typically at approach and landing power settings, as this is where you'll most likely experience a power-on stall.
Stall speed is only valid for 1G applications. You don't fly a loop at a constant G loading, so your stall speed will vary all te way around.Actually it could be used for loops since that's symmetrical flight. The complexity of turns tend to make using power-off stall or using the weight/coefficient of lift as the means of calculating turn-rates. There's probably other uses for this as well.
Go-arounds and wave-offs do hinge upon large applications of power...
I just figured you could calculate stall speed times the square root of the g-load. So if you were flying level but looping, you could use power-on, and for turns, power-off.Stall speed is only valid for 1G applications. You don't fly a loop at a constant G loading, so your stall speed will vary all te way around.
Sorry, I forgot to add that published figures are for straight and level, 1G flight. Climbing, descending or turning will change the figures.I just figured you could calculate stall speed times the square root of the g-load. So if you were flying level but looping, you could use power-on, and for turns, power-off.
So why is stall speed so significant?
Firstly the obvious one is that planes with lower stall speeds have smaller turn radius and if they have good power to weight ratio they can do a sustainable low radius turns such as the A6M Zeros.
If you ever seen any of my performance posts for planes, i usually state their stall speed, this is how i was able to get those figures for different planes.
Guide to using this calculator:
Airplane Aircraft Wing Lift Design Equations Formulas Calculator - Velocity
Let's do BF-109E as an example.
Kurfürst - R.A.E. - Messerschmitt Me.109 Handling and Manoeuvrability Tests
View attachment 610021
• It says that BF-109E has CL_Max of 1.4 without its flaps deployed and that its stall speed is 95.5mph (154km/h) at 5580lb (2530kg) loaded weight.
- First the calculator requires Lift Force value. This is achieved by multiplying the weight (kg) by gravitational pull (x9.81). 2530 x 9.81 = 24819 Newtons
- Wing Lift Coefficient is already stated for us being 1.40
(Infact all BF-109A/B/C/D/E/F/G/K wings have 1.4 CL Max)
- Air Density at Sea Level is 1.225kg/m3
If you want to find the stall speed for a different altitude, you will use a value representing different altitude.
U.S. Standard Atmosphere
Here under ''U.S. Standard Atmosphere Air Properties - SI Units'' are the air density values in kg/m3 for different altitudes.
- Wing Area, well the BF-109E has 16.2m2
(If you want to find stall speed with flaps down you have to add flap area on top of wing area and set the correct CL_Max value, which in this case for BF-109E would be 1.9 as stated with flaps down)
View attachment 610022
All we need to do now is press "calculate"
View attachment 610023
We got 152km/h stall speed for BF-109E whilst the British have 154km/h (probably cuz the stall was performed few hundred metres above sea level)
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There are few other fun things you can do with this... like 'Why cant SR-71 Blackbird reach altitude of 25,000m?' (has 24,000m service ceiling)
At 25,000m the air density is 0.04008kg/m3
SR-71 has like 250km/h Stall Speed at Sea Level. At 25,000m altitude tho the stall speed is 1381km/h, and 1115km/h is Mach 1.0 at 25,000m...
'The Karman line is named after Theodore von Kármán (1881–1963), a Hungarian American engineer and physicist, who was active primarily in aeronautics and astronautics. He was the first person to calculate the altitude at which the atmosphere becomes too thin to support aeronautical flight and arrived at 83.6 km (51.9 miles) himself. The reason is that a vehicle at this altitude would have to travel faster than orbital velocity to derive sufficient aerodynamic lift to support itself. The line is approximately at the turbopause, above which atmospheric gases are not well-mixed. The mesopause atmospheric temperature minimum has been measured to vary from 85 to 100 km, which places the line at or near the bottom of the thermosphere.
The SR.71 stall speed would be 64,353km/h if it ever reached the altitude of 80,000m. It would have to fly over Mach 66.3 just to avoid stalling