Originally posted by: iroast
What about highway turbines that harness the wind generated by passing cars?
No fair. You stole my idea. I've been saying this for years...
Originally posted by: iroast
What about highway turbines that harness the wind generated by passing cars?
Originally posted by: Raiden256
Originally posted by: iroast
What about highway turbines that harness the wind generated by passing cars?
No fair. You stole my idea. I've been saying this for years...
Originally posted by: BrownTown
Also, doesn't seem like much of an energy solution, said that even ideally if placed in every available location it could only provide half what hydro does which means it would be like 5% of our power needs.
Originally posted by: Jeff7
By just envisioning it quick, if seems that if allowing the tides normally also allows the Moon to move away from Earth (Earth's rotation slows as a result, conservation of angular momentum), then restricting the motion of the tides would also act against this momentum transfer, preventing the Moon from receding as quickly.Originally posted by: TuxDave
Anyone want to refresh my memory? If you increase tidal drag wouldn't you accelerate the rate that the moon is receding from the earth?
Originally posted by: illusion88
Originally posted by: mercanucaribe
I hope they spin slow enough that they don't interfere with wildlife. By the way, won't they move the moon closer to the earth by dampening tidal activity?
hahaha
The tides don't control the moon, the moon controls the tides!
The moon is in orbits the earth. Because of the moons gravity, the water is pulled towards it causing the tides. If we were to artifically change the tides, it would have no effect on the moons orbit whatsoever.
If the gravity caused by the water has any effect on the moon, it's mathmatically insignificant compared the gravity caused by the earth
http://en.wikipedia.org/wiki/TidalThis tidal lag gives rise to a gravitational torque on the Moon that results in the gradual transfer of angular momentum to its orbit, and a gradual increase in the Earth-Moon separation. As a result of the principle of conservation of angular momentum, the rotational velocity of the Earth is correspondingly slowed. Thus, over geologic time, the Moon recedes from the Earth and the length of the terrestrial day increases.