Shame you don't read what I write, I have explained it before but it was ignored (not really a surprise, thin rick doesn't actually explain anything that is connected to the problem, he just invents something to deflect the issue and claims "its too hard for you to understand"..
but its all about energy *and* thrust, if one doesn't work the other can be ignored.
Say you have a cart travelling at 20 m/s with a wind behind it blowing at 10 m/s
The relative wind at the cart is 10 m/s to the rear.
Now to stop the wind behind you have to accelerate the air going past the cart to 20 m/s.
Now put E=mv2 into the picture and work out how much energy it takes to accelerate the air going past from 10 m/s to 20 m/s so it stops the wind from behind.
My simple maths tells me its 4 times the energy you get from stopping the wind .
Now if anyone can tell me how it stopping enough wind to generate four times the energy it releases I would be interested. I would like TNP to explain but he won't.
I would if the turbine was on the train and using the passing wind to generate the power or if the train was driven by a prop powered from the wheels. Other than that they have no relevance at all and its just another diverting tactic.
And while we are at it can anyone explain what the coupling is between the energy in the air that is stopped and the cart. Its all very well saying the energy is lost by the wind but there is no obvious coupling to the cart which is travelling faster than the wind.
I expect that it goes into turbulence and is just lost. Lets face it an airplane capable of doing 100 knots doesn't suddenly go > 10 knots faster flying downwind in a 10 knot wind so none of the energy released by stopping the wind is absorbed by the plane.