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Originally posted by herrw
I have a question for the physics-minded, one that has bugged me for some time.
Originally posted by herrw
Here's the thought experiment:
three ships are placed at rest, relative to each other, in three predetermined locations. Each ship has a clock on the outside. Two of ships (Ship A and Ship B) begin to accelerate. [color=cyan] Ship C does not accelerate.
Ship A accelerates to .99c. Ship B accelerates to .5c. The clocks have been preset so that, when the accelleration shuts off, they will all read exactly the same time: 00:00. These ships will continue to travel without acceleration for three hours. At the end of that three hour span, they will all pass within easy sight distance of each other at the exact same time, and each ship will take a photo of the other. As soon as the photo is taken, it is transmitted to a central location.
Once those photos are received, they will be compared. The question is, what time is it, in the photos?
Originally posted by herrw
For ship A, ship b is traveling at .5c and ship c is traveling at .99c. For Ship B, both ship A and C are traveling at .5c. For Ship C, Ship A is traveling at .99c and Ship B is traveling at .5c. The problem here is that all three ships are traveling at all three speeds, relative to each other. Time dialtion, therefore, is different for each ship depending on the frame of reference. Once the photos are compared, how can all three be at all three states simultaneously?
Originally posted by herrw
This 3 ship problem explores an inherent paradox in relativistic theory. If everything is relative to the frame of reference, every particle is in an infinite number of time states relative to everything else.
Do any minds which are more physically savvy than mind care to chime in and make me feel like a moron?
Originally posted by herrw
When the ships pass each other and the photo is snapped by each one, as best I can figure it, all three photos should show three different times on the other two ships. My reasoning for this is that all three ships, after acceleration stops, are at a rest state relative to the other two. Since the clocks were not synchronized until the ships stopped accelerating, this gives us a start-point.
My question is, what stops two different ships from seeing the same clock at two different times, simultaneously? Does that explain the paradox I'm envisioning?
No disrespect intended, here. Just trying to figure it out.