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If the distance between the two clocks is constant as measured from the ship, then it won't be according to our observer "at rest". As the ship increases speed relative to this observer, the ship must also be undergoing an increasing Length contraction and the distance between the two clocks decreases with time. But this means that the lead clock can't be moving as fast at any given moment as the trailing clock, and thus according to the rest observer, not exhibiting the same time dilation factor.Raymond Potvin said:Hi Guys,
What about using the mind experiment of the light clock to understand the way light travels in an accelerated one? We know it will take more time for light to travel between the mirrors of a clock considered to be moving compared to one that is considered to be at rest, so if we assume it is accelerating, we can simply conclude it will take more and more time. Now, if we have two clocks on the floor of the ship, and if we put one higher than the other, it will suffer the same acceleration so it will suffer the same time dilation for the observer at rest,