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Is aging happening on relative or absolute time?
But my blood cell does not think in terms of relativity (I think). If my watch goes slower .... does it mean that my blood cell divides slower?
Thanks, interesting discussions and theories about time and maybe the answer is somewhere well hidden behind, but I cannot see it.Was it yes or no or "it depends"?I can agree that we can carry watches with us and see the difference. They are made to measure time so that's what they do. I don't have any problems there.But my blood cell does not think in terms of relativity (I think). If my watch goes slower (because I speed up), does it mean that my blood cell divides slower?
As I said, I don't have a problem with time. We can define relation betweentime and speed so that one will affect the other.I think one poor term here is aging. I was thinking aging as the process oncells dividing more and tissue getting bad and eventually dying, not just oldspecified by time. From now on, I will replase the word aging with rotting(because Einstein probably didn't use it) - and let's try not to define rotting asfunction of time, just in this case.Now, somehow I like the idea that my blood cell (and others) rots at absolute speedin similar environment, in absolute terms.So if I sit in one closed room and my twin brother in another one, both of whichhave the same temperature, humidity, etc., our blood cells divide (rot) at samespeed.If my room is put in a truck (or something) and starts to move, my cell doesn'tnotice it and it keeps dividing (rotting) the same speed in absolute terms.After we have taken a round around the block and come back to the same place, itmakes sense that my cell has divided (rotted) as many times as my brother's so wewould look just as rotten, even if I would be younger when measured by time(because that's how time is defined).What do you think?
You are on a spaceship traveling at 0.866 c relative to the Earth, to a planet 0.866 light years from the Earth as measured from the Earth. Once you get there, you instantly turn around and head back to Earth.
Quote from: Janus on 19/12/2017 23:28:44You are on a spaceship traveling at 0.866 c relative to the Earth, to a planet 0.866 light years from the Earth as measured from the Earth. Once you get there, you instantly turn around and head back to Earth.What is the distance between Earth and the planet ,Janus? Not 0.866 light years surely? A typo?Is it 10 light years?Anyway I love your explanations even if they can be hard to follow ;-)
You are traveling at .866 c and instantly turn around ! have you considered how much energy this involves ? even if you do a Hyperbolic loop around some super dense object you will be subjected to immense gravitational forces.All this must be included in twin paradox discussions.