I thought the same thing too. I only came to understand how it works when I realized that it wasn't extracting energy from the wind. It's actually extracting energy from the ground through the wheels. The only function the air serves is as something for the device to push against to move forwards.
As long as the gearing is below 1, the device will be able to accelerate against the relative direction of the ground, buy pushing the air behind it.
The faster the air moves over the device, the higher the gearing needs to be in order to push the air back faster than it is already moving. If air speed
and ground speed were the same, the gearing would have to greater than 1, and the device would be trying to use more energy than it's extracting from the ground, and wouldn't work.
That's why it needs a tail-wind. Not as a source of power, but for something to push against.
Brian-M, thanks for the considered reply.
But there is no other source than the wind. This idea of energy between the ground and air, or remote relative sources is quite unfounded, and unsupported. All the gearing can ever do is change the load seen by the propeller. ALL the energy comes from the wind. When an object is blown downwind, it accelerates. However, drag increases as the velocity increases, until these two forces are in balance. This is the maximum downwind speed and is less than the windspeed. It is this very fact that stops any windblown object from achieving windspeed. It is the same for this design. The difference is the "evidence" of the treadmill, but that is not valid, as I will later show.
The device remains (almost) static on a moving belt is more accurate, but the explanation is quite simple. All the energy comes from the belt, some of which is dissipated, that is wasted, as drag produced by the propeller.Actually Spork's videos show that his device does accelerate in still wind, if the ground is moving (ie. on a treadmill). That's because the device isn't extracting energy from the propeller, but from the wheels. Watch this video again.
I have stated this a few times, and have not been understood, so I will post a diagram a little later, when I have time to scan the drawing.
This is not quite the interpretation I meant, but if I take your example of breaking on a treadmill. What are wheels? If you drag something, there will be friction between it and the surface. If the same object has wheels, but they are locked so as not to rotate, then there will also be much friction.The car's velocity in it's inertial frame is measured by it's speedometer. In order for your example to be valid, the speedometer would have to be the same in both situations. For example...
Using the car's speedometer to determine velocity:
Drive a car 10mph down a street and hit the brakes.
Drive a car 10mph on a giant treadmill (with a belt moving 10mph the other way, so the car is stationary relative to the ground) and hit the brakes.
There is no difference.
When you hit the breaks on the street, you are decelerating 10mph relative to the street. In this case the street is your frame of reference.
When you hit the breaks on the treadmill, you are decelerating relative to the 10mph relative to the belt. In this case the treadmill belt is the frame of reference.
As the device in question is pushing against the air to accelerate, I think it's logical to use the air as the frame of reference. If it's sitting in place on a treadmill in an enclosed room, it is traveling at 0mph relative to the air. If it is rolling down the street at wind-speed, it is traveling at 0mph relative to the air. The two scenarios are exactly equivalent.
Wheels are moving pads of friction. This is called "rolling resistance" and is lower than the static resistance of the other two cases. There is nothing "special" about wheels.
When braking, the rolling resistance, moves towards the value of the static friction, and so resists the vehicles motion. There will be greater friction between the car and the belt, so it will move backwards with it. So, if the car is said to be static, it will be accelerated backwards, and if it is thought of as moving forward, then it will be slowed. In each case, the difference will be felt.
It is also worth reminding yourself of how a speedometer works. It does not measure speed directly, but infers it from how fast the wheel that drives it (or the drive shaft) is turning.
If it's moving 1mph up a treadmill, it has a 1mph headwind pushing it back.
If it's moving 1mph faster than the wind, down the road, it has a 1mph headwind pushing it back.
If the treadmill is moving it backwards at 1mph, it has a 1mph tailwind pushing it forward.
If it's moving 1mph slower than the wind, down the road, it has a 1mph tailwind pushing it forward.
The two situations are exactly equivalent.
Imagine a treadmill of infinite length. As the belt pushes the cart backwards, the wind resistance (ie. tailwind) slows the cart's backwards momentum (ie. adds forwards momentum), and the belt passing under the cart turns the wheels, which spins the propeller, which increases the cart's forwards momentum even more, so the belt turns the wheels even faster, which turns the propeller faster... and so on.
The faster it goes, the greater the forwards force provided by the propeller. This force is more than enough to overcome drag and propel it to wind speed and beyond.
Actually, your are close, but the forces are opposite to what you appear to think. Instead of driving the vehicle forward, they drive it to a standstill.
OK, I think that a diagram will help. Words would take forever.