mercmisfire
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1) If light is timeless/ageless, how does it change. Even more confusing, if light moves so quickly that it lacks time, then, since it cannot have time, it cannot have velocity (since velocity requires time) and cannot change or move, and, if it cannot change, move or have velocity, then it cannot go through space, and if cannot go through space then it isn't moving and if it isn't moving then it must be hurtling through time as fast as possible --> how can light be both moving and not-moving, timeless and temporal ? The idea of timelessness seems to lead to a contradiction; does this mean that light is not actually timeless, but is instead just moving very very very slowly through time so that it might as well be timeless ? If that is the case, then isn't it fair to say that you can move faster than the speed of light (ie, if light still has time, then it is not moving at absolute speed, and so is not the fastest thing possible) --> again, assuming that time can be infinitely divided (and, why not), then you could get infinitely faster (ie, you can never run out of time, so you can always move faster) ?
2) Do the physical properties of the pole or the barn in the barn-pole paradox actually change ?
3) I am confused about what exactly time is. I had always thought of time as no more than a measure of motion. However, relativity seems to say the exact opposite. If time were a measure of motion, then the faster you move, the faster time moves, and the slower you move, the slower time moves (I suppose you could say that if you move faster, time slows down in order to equalize you with slower moving frames of reference, while for those slow frames, time speeds up in order to equalize them with faster moving frames -- but I doubt this is right, since things hardly become equal on account of relativity --> a fast moving person's two years are a slow mover's 20 years). If time does not measure motion, what does it measure ? What exactly is it ?
4) consider an alternate twin paradox : the twin in space is still the twin in space, but not the twin on Earth is cryogenically frozen. When the two twins meet up again, will the cryogenic twin have experienced even more years than if he had not been frozen ? So, could space-twin return after what she experienced as 3 years to find her brother still the same age (because frozen), but having now aged 500 years (ie, because, being cryogenically frozen, he became so incredibally still ?) ? Also, what about dead bodies ? I am confused about things like radio-carbon dating (something about which I know absolutely nothing) -- the dead body does not move at all, so it is in an even slower frame than living people on earth, so shouldn't it age more quickly than those people ? So, if I aged a dead bone with carbon dating wouldn't the displayed age be too great (ie, because the body once dead experiences time faster, it would act as if it had been decaying much longer, relative to the living frame, than it actually had --> taking the date given by carbon dating and accepting it would be conflating the time frame for the living and the dead. shouldn't there be an adjustment ?)
thanks,
-->merc
2) Do the physical properties of the pole or the barn in the barn-pole paradox actually change ?
3) I am confused about what exactly time is. I had always thought of time as no more than a measure of motion. However, relativity seems to say the exact opposite. If time were a measure of motion, then the faster you move, the faster time moves, and the slower you move, the slower time moves (I suppose you could say that if you move faster, time slows down in order to equalize you with slower moving frames of reference, while for those slow frames, time speeds up in order to equalize them with faster moving frames -- but I doubt this is right, since things hardly become equal on account of relativity --> a fast moving person's two years are a slow mover's 20 years). If time does not measure motion, what does it measure ? What exactly is it ?
4) consider an alternate twin paradox : the twin in space is still the twin in space, but not the twin on Earth is cryogenically frozen. When the two twins meet up again, will the cryogenic twin have experienced even more years than if he had not been frozen ? So, could space-twin return after what she experienced as 3 years to find her brother still the same age (because frozen), but having now aged 500 years (ie, because, being cryogenically frozen, he became so incredibally still ?) ? Also, what about dead bodies ? I am confused about things like radio-carbon dating (something about which I know absolutely nothing) -- the dead body does not move at all, so it is in an even slower frame than living people on earth, so shouldn't it age more quickly than those people ? So, if I aged a dead bone with carbon dating wouldn't the displayed age be too great (ie, because the body once dead experiences time faster, it would act as if it had been decaying much longer, relative to the living frame, than it actually had --> taking the date given by carbon dating and accepting it would be conflating the time frame for the living and the dead. shouldn't there be an adjustment ?)
thanks,
-->merc