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Imagine a golf ball traveling in semi-turbulent air. As the ball spins forward, will the turbulent flow it experiences lift the ball?
Do most objections moving in semi-turbulent fluid (like an airplane in air) experience "lift"?
Imagine a golf ball traveling in semi-turbulent air. As the ball spins forward, will the turbulent flow it experiences lift the ball?
Do most objections moving in semi-turbulent fluid (like an airplane in air) experience "lift"?
Ok, I didn't want to do this--but I'll put the darn question.
In aerodynamic design, reducing the coefficient of friction is critical to drag. Most of the time that means eliminating turbulent flow. yet pure laminar flow is not ideal. Which of the following is not a reason that a golf ball flies better w/ asymmetric dimples laid in an isometric pattern?
A. It reduces overall profile (cross-sectional area of the ball.)
B. Turbulent flow from the dimples can actually lift the ball if it spinning.
C. Asymmetric dimples raise turbulent flow.
D. Isometric patterns raise laminar flow.
Answer in white: D
C & D I understand, but what is A & B saying!!?
Edit: MedPr, You golf?! I was actually going to PM you this question, but then decided against 'cause I thought it be random...Not knowing this is your niche 🙂
I don't really know what you're asking, but I can tell you, as a golfer, than top spin reduce lift while backspin increases lift.
I think the objects in air only experience lift if the pressure on the top is less than the pressure on the bottom; like an airplane wing. I'd imagine that if you somehow flipped the wings of an airplane upside down mid-flight that the air would actually push the airplane down instead of help to lift it.
The wings are curved at the top so that air passing over it must take a longer path than the flat bottom surface of the wing. So, like in water, air takes the path of least resistance and you have more air on the bottom of the wing, thus inducing lift.
Ok, I didn't want to do this--but I'll put the darn question.
In aerodynamic design, reducing the coefficient of friction is critical to drag. Most of the time that means eliminating turbulent flow. yet pure laminar flow is not ideal. Which of the following is not a reason that a golf ball flies better w/ asymmetric dimples laid in an isometric pattern?
A. It reduces overall profile (cross-sectional area of the ball.)
B. Turbulent flow from the dimples can actually lift the ball if it spinning.
C. Asymmetric dimples raise turbulent flow.
D. Isometric patterns raise laminar flow.
Answer in white: D
C & D I understand, but what is A & B saying!!?
Edit: MedPr, You golf?! I was actually going to PM you this question, but then decided against 'cause I thought it be random...Not knowing this is your niche 🙂
I'm not so sure that it's correct for you to say that. I think the key to the lift is the difference in pressure above and below the wings.
A. By reducing surface area, you reduce drag. So this is a reason, and therefore not the right answer.
B. The dimples increase turbulent flow because the air molecules must go into the dimples rather than just flowing smoothly over the surface as they would a perfectly smooth ball. Like in the wing example, the air molecules bang up against the surface of the dimpled golf ball (instead of simply sliding across it) which increases pressure and induces lift. This is a reason, and therefore not the right answer.
Well, more air particles passing = greater pressure because more air particles = more force and pressure is F/A.
I'm going to ignore this because it confuses me 😀
Why wouldn't you want to post the question? Is this some kind of secret question?
Edit: also, did my airplane and topspin/ backspin explanation make sense to you?
Haha--no--i was being lazy..../scared of a plethora of responses that may further confuse me. And no I didn't understand your backspin/topspin analogy.
How did you guys (MedPr) know that a reduction in surface area would reduce drag? S**** how did I miss that?
And chiddler what are you (saying/drawing??!) Mainly, how did you know the air on top is moving faster??
So chiddler, thank you for drawing it out again! To summarize, you are saying that the spin forward of the ball leads to the wind currents sort of crashing into the thrust currents of the rotating ball. This causes the velocity of the air beneath the ball to be relatively less than that of air currents above the ball.
Bernoulli's principles says lower velocity--higher pressure. And since Pressure is proportional to Force, the ball will experience kind of a net pressure pointing upwards, or really a net force pointing upwards (aka lift)
👍?
The velocity of the air above the ball is less than below...
but minor detail. all else sounds correct.
Naaaah, that's can't be true. Wouldn't that entire negate your argument? The pressure is higher on the bottom & (so it's velocity is lower). You need that gradient to develop the lift force you're talking about.
Edit: In fact in your supposedly ugly picture (beautiful in my eyes) you drew that the velocity on the bottom was less than that of the top.
Milski: Any sort of asymmetric profile will create some pressure difference which will result in some amount of lift. Asymmetric here can be any sort of lack of symmetry, including a rotation of the object.
wouldn't dimpling the ball create more surface area on it?