Google-Backed Wind-Powered Car Goes Faster Than the Wind
sterlingda writes "A wind-powered car has been clocked in the US traveling downwind 2.85 times faster than the 13.5 mph wind. The definitive research by Rick Cavallaro of FasterThanTheWind.org is being funded by Google and Joby Energy. The run should now settle the DWFTTW (downwind faster than the wind) debate that has been raging for some time on the Internet about whether or not such a feat was possible."
Sailing vessels can go faster than the wind, why shouldn't a car be able to?
Great minds think alike; fools seldom differ.
If you'd read some of the provided links, you'd have seen that the requirement was for the vehicle to be powered solely by wind, so no gravity involved except in its usual role of keeping the wheels on the ground ;-)
In other news, scientists actually getting their hands dirty turn out to know more about their chosen field than a bunch of people on the interwebz.
People replying to my sig annoy me. That's why I change it all the time.
It shouldn't really be a debate -- sailors have done this for decades. Essentially you turn your vessel/vehicle at an angle to the wind such that you utilize both the positive pressure from the wind and the negative pressure created by the curved sails which create an air foil. Positive pressure pushes you forward while negative pressure pulls you forward == faster than the wind. The same effect is at play with the "propeller" on the car. It's also the same principle that keeps planes in the air -- higher pressure on the bottom of the wing relative to the top.
https://www.eff.org/https-everywhere
True. I bought some water skis and spent ages looking for a lake with a slope.
"The run should now settle the DWFTTW (downwind faster than the wind) debate that has been raging for some time on the Internet about whether or not such a feat was possible."
You're new to the internet, aren't you, son? No amount of reality can end an internet debate.
Firstly, ignore that it's moving.
You have 0m/s ground, and a 10m/s wind.
You put up a wind turbine - it can extract power from this 10m/s difference.
The funky part of this idea is that this still works when you're moving faster than 10m/s.
For the moment - imagine that the turbine is a pure 'airscrew'.
It describes a helix in space - like the DNA molecule.
For every meter the air moves "forward" relative to it, it turns 1m clockwise.
Considering the air as completely rigid for the moment, the airscrew goes forward in a rigid helix, unchanged by load.
So - 10m/s wind - airscrew turns at 10m/s. Simple.
You can extract - say - 100N * 10m/s = 1kW of power.
Funky part coming up.
Now. You're moving at 20m/s. Twice as fast as the wind.
Of course this will slow you down - you can't use this to make power!
Well - not quite.
If you are moving at 20m/s in the direction of the wind - for a total speed with regards to the wind of
30m/s then the blades need to be spinning at 30m/s in order to keep up.
But, you can use gearing from the wheels so that the 'base' speed of this spin is 20m/s.
That is - when you push the car along on a windless day - the airscrew creates no drag - because it is spun at exactly the right speed by gearing from the wheels. It has effectively - by rotating at the right speed - cancelled out the movement of the car.
This cancellation then allows you to ignore the speed of the car, and instead work off the speed difference between the wind and ground!
In reality - it's very far from an airscrew, and turbines have a lot of drag. It's the same basic concept though.
Another beautiful and 'obvious' when you think of it bit of physics.
The things you're looking for are called "waves" ;) http://www.youtube.com/watch?v=y7mmO0CsyZA
In related news, kitebuggies will generally travel at three times the wind speed, depending on the aspect ration of the kite.
Please consider this account deleted, I just can't be bothered with the spam anymore.
Let me know when you have a solar powered car traveling faster than light.
The Oracle trimaran that recently won the America's Cup had no problem exceeding wind speed due to aerodynamics, and the insanely cool carbon fiber wing that added to sail volume and power, and allowed them to use a fixed-shape sail - a huge advantage. They had no problem sailing between 16 and 24 knots upwind in 5 to 10 knots of wind—that’s 2.5 times wind speed.
They went even quicker periodically, and had a five knot downwind advantage. The first race report shows that the Oracle trimaran was able to almost constantly fly both outer and center hulls (amazing on a boat this big.,.I sail Hobies and this shit is HARD) and execute some slick pre-race maneuvers (which is how you really win sailing races).
So yes, sailboats have been exceeding wind speed for a while, but not by 250%..until now. When a car does that, I'll be impressed.
"The pie shall be cut in half and each man shall receive.....death. I'll eat the pie."
Boats can not go downwind faster than the wind. Rather than jump out and try to announce to the world how much smarter you are than the people who actually did stuff, maybe you should first go read and comprehend what they actually did.
Read carefully the excerpt in the parent's post.
This is a demonstration of some basic physics and geometry, but it is not "DWFTTW" at the point where the car actually couples to the wind.
A science project where the participants and the public learn some interesting physics and engineering principles--or are entertained by watching--this is a very good thing. It gets the public (if you can call /. the public) talking about science.
We need more demonstrations like this--no, what we really need is another Sputnik!
Be careful.
People have been known to use the counterintuitive nature of the physical world to argue they have discovered a new way to get rich quick--and you can get in on it if you want! We like to think were too hip for perpetual motion, but a lot of folks will still hand over real green (dollars) for bogus green (environmental scams). Don't you care about the environment?
So, what is the "magic" here, and what's the physics?
The fundamental error in the statement "DWFTTW" is the fallacy of dual definitions.
This is kind of cheating--a really good science demonstrator doesn't actually lie to you; they just show you something that exposes your misconceptions. Either way, the point is to get you to say "I see it, but it's impossible!". Then you are more ready to learn some science. (or maybe to invest in a free-energy scam).
DWFTTW is simply the koan. It actually means nothing--just gets us ready to study and learn something new.
When the experimenters say "faster than the wind", they are referring to motion of the bulk (center of mass) of the car.
BUT--the wind couples to a very specific portion of the car, which has a completely different (and somewhat more complex) velocity than the center of mass of the car.
The propeller--or more specifically, the surface of the propeller that pushes against the wind.
And the part of the car that connects to the wind NOT traveling "DWFTTW".
Read the article and look at the pictures--this is why they took such care to "streamline" the car. The rest of the car (except the propeller) is built so that it presents the very minimum cross-section (drag coefficient), and is effectively transparent to the wind. So, it is the part of the propeller that pushes against the wind that matters when we try to analyze the downwind motion.
So--what is the the portion of the propeller's motion that is "downwind"?
You could say "parallel to the direction of the wind" if you like, but for this case, "downwind" works fine.
A little math (just two equations, I promise--and only to describe the geometry!):
The propeller surface has a pitch angle, theta, from zero (parallel to the plane in which the propeller rotates) to 90 degrees (parallel to the propeller shaft), and it spins at some angular velocity w (omega).
At any instant, the linear velocity, v, of a point a distance r from the shaft of the propeller is simply v=Rw
And the perpendicular (downwind) component is just v(p)=v*sin(theta).
By controlling the diameter of the propeller, the pitch angle, and the rotational speed, the experimenters cause the relevant part of the car--that is, that portion of the car that connects to the wind!--to travel downwind much slower than the wind.
But, I hear you say "We keep talking about "slower" than the wind, and cars move fast.".
This seems strange because we started with the reference frame of the road, and we compare the velocity of the car and the air. The comparative term "Faster" describes the downwind velocity of the car, which, for consistency, we continue to reference.
In Newtonian physics, there are no preferred reference frames. This is true in other cases as well, but they are not significant at the speeds this car is traveling. This means we are permitted to say "the car is traveling slower than the wind" or "the wind is traveling faster than the car" and they mean EXACTLY the same thing.
Recall again that the pertinent part of the car is that part
"Reality is that which, when you stop believing in it, it doesn't go away." - Philip K. Dick
I'm not trolling, honestly. How is this not perpetual motion?
But maybe I should actually read the article instead of just the pictures.
Because there is an energy input into the system (wind). The car's momentum will tend to keep it moving at its current speed, so the wind power only has to be enough to overcome friction/drag for the car to accelerate. The wheels and prop are directly linked (they can't rotate independently--if you held the prop still and turned the wheels or vice-versa, you'd break the car).
Basically, the blades of the prop act like tacking sails; once you get your head around that it becomes easy to see that it works.
rage, rage against the dying of the light
YOur intuition tells you it was not possible for a car, and now they prove you wrong.
I am not sure who you are talking to. I know how the car works and that it works. I am saying that regular sailboats can not do the same that the car does, and that all the people yelling about how this is "nothing new" do not understand what is being done.
In related news, kitebuggies will generally travel at three times the wind speed, depending on the aspect ration of the kite.
Many sail-based vehicles travel much faster than wind-speed. What they don't do, though, is travel directly downwind faster than wind-speed. This vehicle does.
Now that I think about it, I'm pretty sure everything I just said is completely wrong.
Sailing boats don't go faster than the wind when moving directly downwind. They tack at an angle which allows them to go faster than the wind speed in the downwind direction while never actually travelling directly downwind.
But I see no reason why the drag from the wheels isn't exactly canceling out the benefit of rotating the propeller.
The Energy generated from the wheels has to match the Energy lost by the propeller. Thanks to gearing, the force is not the same.
Energy isn't the problem, a decent sized windmill can generate a megawatt of power. And it can generate the energy perpetually (assuming perpetual wind).
Consider if the vehicle was stationary, then we could easily generate the power from the wind: the force against the wheels wouldn't lose us any energy because E=mv^2 and so dE/dv=0 when v=0. Now imagine we are travelling at exactly the speed of the wind. Then our velocity relative to the wind is 0 so dE/dv=0. Thus we can push against wind without losing any energy, the same way a stationary windmill can push against the ground without losing energy. And so we can generate energy from the ground speed without losing kinetic energy (ignoring for the moment that the propeller doesn't have perfect grip on the air)
So we are currently travelling at wind speed, and generating energy from the ground. We now use that energy to push against the the wind to make us go even faster. Note that even a 50KW engine feels powerful when we are going slow and in first gear, and even a 200KWH engine can't burn rubber when we are going at 100KM/h. This comes back to E=mv^2, because Energy is proportional to the square of the Velocity, it takes more energy to speed up the faster we are going.
Note that we are still travelling faster relative to the ground than the air. Thus we can use the same trick as gears in an engine, we use a high gear relative the ground so have only a small force. We use a low gear relative to the air so we generate more force (for the same energy). We continue to speed up until the energy we gain from the different gearing ceases to make up for friction and other inefficiencies in the system (such as the propeller not having perfect grip on the air).
Sailboats have long been able to go faster than the wind when tacking at an angle to the wind.
What you are ignoring is that once the prop gets rotating, it has a velocity component perpendicular to the wind. Therefore, the prop blade is not going downwind, and can generate a forward force even when the vehicle is going the same velocity as the wind, or faster.
Huh? That's news to all the sailors out there who do routinely sail faster than the wind.
Physics explained here in the "How can boats sail faster than the wind?" section:
http://www.animations.physics.unsw.edu.au/jw/sailing.html
You don't need input energy to maintain your momentum--you only need enough input energy to overcome friction/drag, anything beyond that can accelerate you.
rage, rage against the dying of the light
Physicsforum explained it well at http://www.physicsforums.com/showthread.php?t=274996
rage, rage against the dying of the light
You make a good point, but do you mean "dirigible" rather than "derringer"?