- #1
davidjoe
Gold Member
- 101
- 10
- TL;DR Summary
- Effect of time dilation when distance between two objects remains constant
Accepted thinking is that time slows as speed increases, relative to a non-moving reference frame. But supposing that the object approaching C is a ship in rotation around the earth, and on that ship is a laser mounted on a gimbal such that the laser is always pivoting and trained on exactly the same solar panel mounted on a tower, on the North Pole, and the ship is always exactly the same distance from it.
Time passes quickly on earth relative to the ship. Does that laser beam, emitting X amount of energy “per second”, all of which is captured by the mounted panel, transmit a “longer duration” of concentrated energy to the earthbound solar panel than the the duration of the transmission, as measured from the ship?
Intuitively the battery’s power charge is a fixed amount that cannot increase just because it moves faster. What if the ship’s power source for the laser was a 10 minute battery cell, but the solar panel received 30 minutes of beam transmission?
What would that imply for the beam whose wavelength and emission intensity never changed, for a measured 10 minutes, on the ship?
Time passes quickly on earth relative to the ship. Does that laser beam, emitting X amount of energy “per second”, all of which is captured by the mounted panel, transmit a “longer duration” of concentrated energy to the earthbound solar panel than the the duration of the transmission, as measured from the ship?
Intuitively the battery’s power charge is a fixed amount that cannot increase just because it moves faster. What if the ship’s power source for the laser was a 10 minute battery cell, but the solar panel received 30 minutes of beam transmission?
What would that imply for the beam whose wavelength and emission intensity never changed, for a measured 10 minutes, on the ship?