gpsinghsandhu
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I saw in some video that acc. to the theory if we move away from a clock with a speed 'c', then we would see a constant time. Is it correct? Please explain..
The discussion revolves around the implications of Einstein's theory of relativity, specifically regarding the perception of time when moving away from a clock at the speed of light, denoted as 'c'. Participants explore the concept of time dilation and the theoretical limitations of observing time from such a perspective.
Participants do not reach a consensus on the implications of moving at speed 'c', with some agreeing on the impossibility of such a scenario while others explore the theoretical aspects of time perception in this context. The discussion remains unresolved regarding the interpretation of "constant time" in this framework.
The discussion highlights limitations in understanding the implications of moving at the speed of light, particularly regarding the definitions of time and the observer's frame of reference. There are unresolved assumptions about the nature of time and observation at relativistic speeds.
gpsinghsandhu said:I saw in some video that acc. to the theory if we move away from a clock with a speed 'c', then we would see a constant time. Is it correct? Please explain..
The question was specifically about moving away from the clock at c, not just a fraction of c, so I think the correct answer--as you have noted in other discussions--is that relativity doesn't allow us to talk about the point of view of an observer moving at exactly c (it would be impossible to accelerate any observer to c, and photons don't have their own rest frame or a way of measuring time)bcrowell said:By "constant time," do you mean that the clock reading would stand still? No, it wouldn't stand still, but you would see the clock as running slower.
JesseM said:The question was specifically about moving away from the clock at c, not just a fraction of c, so I think the correct answer--as you have noted in other discussions--is that relativity doesn't allow us to talk about the point of view of an observer moving at exactly c (it would be impossible to accelerate any observer to c, and photons don't have their own rest frame or a way of measuring time)