Imagine a huge pair of scissors, with blades one light year long. The handle is only about two feet long, creating a huge lever arm, initially open by a few degrees. Then you suddenly close the scissors. This action takes about a tenth of a second. Doesn't the contact point where the two blades touch move toward the blades' tips much faster than the speed of light? After all, the scissors close in a tenth of a second, but the blades are a light year long. That seems to mean that the contact point has moved down the blades at the remarkable speed of 10 light years per second. This is more than 108 times the speed of light! But this seems to violate the most important rule of special relativity -- that no signal can travel faster than light. What's going on here?
2007-01-05
07:30:13
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5 answers
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asked by
rajeevan
1
in
Science & Mathematics
➔ Astronomy & Space