What's not possible? You're not making any sense.
If you lift the wheels off the ground and blow air from the front then the prop spins. If the cart runs downwind faster than the wind then the prop turns in the same direction and from the prop's point of view the air is flowing over it in the same direction.
The claim is that the cart is not PM, because it extracts energy
from the wind. But, the wheel drives the prop. What drives the cart, to get that headwind that is said to drive the prop?
It's the wheel, apparently. Spork has a generator at the wheel, driving a motor at the prop. This is plausible if the cart is towed above WS. Then the cart's KE can run the generator. So far, so good. But, when released, the cart will lose KE, so slow. The wind must then be the power source to replace the towing car. But that wind comes from the cart's motion. That should say "PM"
But, it won't work at the
mechanical level, if you
could get energy from the wind. In principle, motors and generators consume no power. They are
transducers, converting electrical energy to mechanical energy.
So, in principle, a motor or generator without a mechanical load, will not consume any power. If the wind drives the prop, that will
reduce the mechanical load on the motor, and so the generator output will fall by the same amount. To argue that it won't, is to deny regenerative braking.
It can't work.
Recall that the is supposedly a ratchet, so there is not chance of the prop influencing the wheel, but if it's
not there, it still won't work. The small cart has no ratchet, yet the the BB and that cart are said to be the same.
Inconsistency brought about by ad-hoc theory.
What does the fixed relationship between the wheels and prop's speed have to do with it? In the first case the wheels are just spinning of the ground.
When off the ground, no work is done on the cart.
The prop is being pushed forward by the wind. (It's a headwind from the cart's point of view, but the prop is turning quickly enough that it appears to be a tailwind from the blades' point of view.) The forwards push on the prop pushes the whole cart forwards and that turns the wheels which in turn spin the prop.
Which means the wheel must turn faster. Which turns the prop faster, which turns the wheel faster. Why does that not work in still air?
Push the cart, and it sees a headwind, which you say is tailwind to the spinning prop, so off it goes?
That's not perpetual motion so long as the work done to turn the prop is less than the work done pushing the prop forwards. So a fundamental requirement is that the wind pushing on the back of the blade applies more forwards force than it applies turning force.
As long as....
What wind pushing from the rear? There is no tailwind. That is why dwfttw is considered to be impossible. You have the cart generating it's own headwind
and tailwind! Good grief. The simpler, and realistic explanation, is that the cart is driven by gusts and
not ddw. It is
not ddw.
The energy comes from the wind's movement over the ground.
Right, and that wind not there for objects at wind speed. The damn thing contradicts the Galilean theory on which it is built.
Exactly at WS, there is
no wind. That is a claim invoked in the TM.
But the prop is turning. It is churning that "still" air. What drives it? The
ground? The prop powers itself?
Because of the friction of the wheels and their gearing to the prop, there is effectively a rigid connection from the ground to the prop blade.
From the point of view of each fingers-breadth airstream which the prop's leading edge cuts through, the surface of the prop as it slides past presents a surface which is advancing slower than the airstream, so the air pushes it.
The push from the air partly contributes a force trying to oppose the spinning of the prop, but so long as it's less than the force pushing the cart forward against friction and turning the prop the desired way, it'll keep accelerating.
No. The prop does not do that.
The blade strikes the air, and a flow occurs. The air immediately above the surface travels at the speed of the surface.
http://en.wikipedia.org/wiki/No-slip_condition
From there is returns eventually to the free stream velocity of the wind.