For example, gravity is a constant and two skydivers should freefall at the same speed.
Only in a vacuum. On earth, friction screws it all up.
Edit: I was beat to the punch
For example, gravity is a constant and two skydivers should freefall at the same speed.
What's unfortunate, though, is that academic understanding does not always directly translate to understanding of practical application, and frequently we end up with two discussions -- one academic and one practical -- without the ability to directly connect the two logically. IMHO, that's exactly what's happened with this discussion of load factors and bank angle.
The root cause was actually experiences I've had while flying warbirds with pilots who got squeamish when that happened. The airplanes were legal to be there, and so were the parachutes.
I still categorize that as "GA", which is probably the root cause of the misunderstanding.
I didn't have a G meter installed, but I know the difference between 1G and 2G. I've done 60 deg constant altitude turns and I've done 60 deg descend;ing turns. They do NOT have the same load factor.
If what you say is true, then how can acro planes fly stabilzed knife edge, 90 deg bank, constant altitude, 1G?
Only in a vacuum. On earth, friction screws it all up.
That's not really what I meant when I wrote that, but the point is taken.
Hacker15e said:one academic and one practical
Well, no, as I pointed out, you probably have about 1.97. ;-) I accept that your perception of the load factor is different, but that's not meaningful. Human perceptions are very unreliable and are easily influenced by other environmental factors, which is why instrumentation, such as load meters, were developed.
Then why does adding weight belts inside the jumpsuit of the lighter diver fix the problem?
is that academic understanding does not always directly translate to understanding of practical application
but changing the variable that doesn't matter (weight) changed the result.
Then why does adding weight belts inside the jumpsuit of the lighter diver fix the problem?
I've found that a proper, thorough understanding of the academic always, always, always translates to understanding the practical application in almost every area of human endeavor. The real problem is that people often don't have a adequate academic understanding, hence they can't apply it.
Funny, the Examiner on my CFI initial ride told me I should never let that happen - that I must grab the controls as soon as a wing drops, unless the student is receiving instruction for a CFI ride.
His reasoning was that exceeding bank and pitch limits was only legal when necessary for a certificate or rating without a parachute. While technically true, I sincerely believe that that instructional value is real - and that instructors should have more leeway here.
Why do you assume that weight does not matter? Again, this is not in a vacuum.
Two different weighted objects with the same size, shape, and drag "should" fall at the same rate, even outside a vacum. A 15lb and a 8lb bowling ball dropped from the same height at the same time will hit the ground at the same time.
Tgrayson said:A falling body accelerates until the drag equals the weight of the body.
A 15lb and a 8lb bowling ball dropped from the same height at the same time will hit the ground at the same time, you can try it.
A falling body accelerates until the drag equals the weight of the body. When the diver is light, a relatively low velocity will produce enough drag to stop his acceleration; when the diver is heavier, he must accelerate to a higher velocity to achieve the drag necessary to stop his acceleration. Drag is proportional to velocity squared.
Back to the "bowling ball off a tower" experiment,
Both the 15lb and the 8 lb bowling ball will acclerate at the same speed, but the heaver one will keep speeding up to a higher terminal velocity.
Is that correct?
The bowling balls still must overcome drag. If drag were identical, then yes.