I just want to clarify. I’m assuming the particles are not connected, or are elastic enough that stretching them by a factor of 1.005 isn’t a huge deal. If you tried that with solid glass, it would probably shatter.
I wasn’t interpreting “sees” literally, but it wouldn’t make much of a difference. Since the observer is in the center of the circle, the light lag is the same everywhere. The only difference is that the circles bordering the bands will look slightly slanted, and the colors will be slightly blue-shifted.
One meter.
I just want to clarify. I’m assuming the particles are not connected, or are elastic enough that stretching them by a factor of 1.005 isn’t a huge deal. If you tried that with solid glass, it would probably shatter.
Come to think of it, this looks like a more complicated form of Bell’s spaceship paradox.
I think you’re right, but you’re interpreting “sees” literally I’m not 100% sure of that, because of light aberration (the Terrell-Penrose effect).
I wasn’t interpreting “sees” literally, but it wouldn’t make much of a difference. Since the observer is in the center of the circle, the light lag is the same everywhere. The only difference is that the circles bordering the bands will look slightly slanted, and the colors will be slightly blue-shifted.