kmarinas86
- 974
- 1
So let's get this straight.
If we have wind blowing at 20 mph relative to ground and the cart moving at 30 mph and still accelerating, at the 30 mph frame, the wind would appear to move at -10 mph and the cart (not) move at 0 mph.
But if we wait just a split second, the cart will start moving at greater than 0 mph in the 30 mph frame and the wind will start moving at less than -10 mph.
So in the 30 mph frame, both the wind and the cart will gain relative velocity (relative to the 30 mph frame that is). Obviously the mass will remain the same for each, so they both gain kinetic energy. Is there any reason to believe that they don't both gain kinetic energy in the 30 mph frame? It sure looks like that to me!
Why? Why would this be possible if there is no potential energy involved?
As far as wheel friction is concerned, the ground would be slightly nudged by the cart rearwards as well, although the change in speed is almost non-existent (the ground -the Earth- is very massive) so its basically just pressure wave being sent to the ground that you can't see. So, for being thrusted by the cart in the same direction as the wind is thrusted by the cart, the ground's reaction to the cart doubles my suspicion for the 30 mph frame.
Due to the wheels, there is no net force of the cart crosswise here, so there is no expectation that there should be any net cross-wise force on the "wind+ground". So as far as net forces are concerned, they exist only along the line that the DDTFTTW cart travels. Like was shown in a previous diagram, the lateral hull force and the lateral sail force cancel each other out! Also note the that transition from compression to rarefaction in a pressure wave is the conversion of potential energy into kinetic energy, and the transition from rarefaction to compression is the conversion of kinetic energy into potential energy. Buffeting anyone?
If we have wind blowing at 20 mph relative to ground and the cart moving at 30 mph and still accelerating, at the 30 mph frame, the wind would appear to move at -10 mph and the cart (not) move at 0 mph.
But if we wait just a split second, the cart will start moving at greater than 0 mph in the 30 mph frame and the wind will start moving at less than -10 mph.
So in the 30 mph frame, both the wind and the cart will gain relative velocity (relative to the 30 mph frame that is). Obviously the mass will remain the same for each, so they both gain kinetic energy. Is there any reason to believe that they don't both gain kinetic energy in the 30 mph frame? It sure looks like that to me!
Why? Why would this be possible if there is no potential energy involved?
As far as wheel friction is concerned, the ground would be slightly nudged by the cart rearwards as well, although the change in speed is almost non-existent (the ground -the Earth- is very massive) so its basically just pressure wave being sent to the ground that you can't see. So, for being thrusted by the cart in the same direction as the wind is thrusted by the cart, the ground's reaction to the cart doubles my suspicion for the 30 mph frame.
Due to the wheels, there is no net force of the cart crosswise here, so there is no expectation that there should be any net cross-wise force on the "wind+ground". So as far as net forces are concerned, they exist only along the line that the DDTFTTW cart travels. Like was shown in a previous diagram, the lateral hull force and the lateral sail force cancel each other out! Also note the that transition from compression to rarefaction in a pressure wave is the conversion of potential energy into kinetic energy, and the transition from rarefaction to compression is the conversion of kinetic energy into potential energy. Buffeting anyone?
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