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Twins paradox and ageing |
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| Nov10-05, 02:45 PM | #1 |
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Twins paradox and ageing
Hi, I'm a Biology teacher, constantly getting into discussions with the physics teachers at my school regarding the effect of travelling at speed on ageing.
They have explained to me (countless times) all the examples and experiments that show that time passes more slowly for objects travelling at speed (atomic clocks on planes, flashing light at one second intervals, looking at a stationary clock while travelling at the speed of light). I have got my head around the fact that speed and time (I think) is relative (except the speed of light) to the frame of reference of the observer. What I can't get my head around is how in the twins paradox one twin has [I]physically[I] aged more than the other. How does travelling at the speed of light affect the chemical reactions involved in the ageing of (biological) cells? I have tried to get my head around Einsteins publications, but are a bit over my head so you'll need to bring any explanation down to a low level! Any help would be appreciated before I finally fry my brain pondering this one! Regards |
| Nov10-05, 05:01 PM | #2 |
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I quess the simpliest thing I could tell you is to remember that all chenical reactions take place by electromagnetic interaction.
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| Nov10-05, 06:44 PM | #3 |
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Mentor
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How would a clock be affected, but not biological processes?
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| Nov10-05, 07:08 PM | #4 |
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Twins paradox and ageingBUT to report this info back to the #2 Twin back home that’s a different issue. Lets relay the info to a station #1 twin is passing by – that station being in the SAME FRAME as #2 back home. Only now can he can see the time change on the station clock is already reading two hours. This information sent back to #2 will confirm traveler #1 is younger than #2. It will take awhile to get the info back there even sent by light speed radio, even longer for a reply, all the while getting father apart . But wait – after waiting a while the same kind of info is coming back ahead of schedule! Not a reply but twin #2, is relaying the same kind of info via a ship passing twin #2 at home using the same exact traveling frame as twin #1 including a perfectly synchronized clock. The news -- #2 is claiming to be the younger and can see #1 is aging faster! Only one way to see who is right, that’s to put them back together and resolve it once and for all by looking at both wrist watches at the same time in the same place. NOW is when you get to the point that makes all the difference. Who’s room do we go to?? They are both perfectly happy AND STATIONARY in their own current room since separating. Once they are together to settle it the thing that makes THE a difference is where is the point of meeting in comparison to the point separating. IF it’s where twin #1 has been stationary all this time in his traveling frame his room is the departure point, with twin #2 moving away. So, for the meeting to occur the non-traveling twin #2 must now move and travel at twice the speed to catch up. Now even though #1 was traveling all the time since that frame has both the start and end from the relative view of that frame #1 wasn’t traveling at all so yes the twin #2 will be younger. But how about meeting back at earth – that means the traveler #1 must go back leaving his original “departure point/room” to continue on. And must also leave that point at Twice the original speed in order to approach home at the same speed a the original departure speed. Now when they do meet the start and end point will be the same only in the home ref frame and Twin #1 will be the younger. But what if they both decide to move to reconnect – how do we get the start and end point to be the same place in just one frame. Well there is always one place in some frame where any two events occur at that one location. In this case it’s in the frame that follows the behind #1 at 1/2 speed. (remember you can not get half by dividing by 2 in this case). This point will always be exactly half way between the twins. Thus this time when they compare their ages, they will be exactly the same. As if they had both left earth in different directions and returned. So for chemical reactions – it’s like tossing a ball in a moving car – simple. Understanding the twins, best make sure the physics teachers get you to understand all three examples above. Have them slow down a little when they start talking about “simultaneity” or you will get a head ache. RB |
| Nov11-05, 02:00 PM | #5 |
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Thanks for the answers guys - Though I have a headache now thanks RandallB! I suppose the answer I was looking for was the connection with electromagetism. Good point Russ, I guess I had accepted the clock theory as it has been experimentally tested and didn't stop to think why the clock runs more slowly. Being a biologist I more used to considering the 'concrete' - or maybe I'm a little thick!
I've posed the same question to some of my students who are also studying physics. I’ll post any of the explanations that they come up with. |
| Nov11-05, 03:24 PM | #6 |
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As an illustration, I sometimes imagine a small black hole appearing in my front room. On this occasion, instead of getting crushed to a paste and sucked in, I imagine that I can experience the time dilation alone, while outside the world goes on as normal. My time has slowed right down (or suppose - basically completely frozen) but because my brain is frozen I don't notice anything. Everything stops. When the black hole disappears two minutes later (measured from outside) I unfreeze. Everything restarts from where it got to before. I notice two things. My clocks are behind and the man I was watching run round the field outside my window has jumped into the future. I will probably never be able to measure the small change to my biological age. I'm sure this illustration isn't water-tight, it helps me sometimes. |
| Dec24-05, 05:12 AM | #7 |
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Thanks for all your help. It is becoming clearer in my mind, just the act of 'discussing' it is helping. Cheers!
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| Dec21-09, 11:39 AM | #8 |
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If it is all relative - who is to say that one twin is going faster than the other - they both are traveling at the same speed relative to each other. Why would one age and not the other, or conversely, what decides which clock goes faster: they both are traveling the same speed relatively.
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| Dec21-09, 11:44 AM | #9 |
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| Dec21-09, 01:04 PM | #10 |
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Does the fact that inertia of the travelers as seen by the stay behind folks increases by a factor of gamma [(1/sqrt(1-(v/c)^2))] influence our thinking in any way? After all if F=ma and we increase m does not a decrease?
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| Dec21-09, 01:44 PM | #11 |
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| Dec21-09, 01:50 PM | #12 |
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I was thinking about the biological aging processes that are going on in the ship. The forces are not effected by the velocity, but the inertia is, so the rates of chemical reactions are slowed.(?)
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| Dec21-09, 02:05 PM | #13 |
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I have this website: http://www.einstein-online.info/en/s.../sr/index.html Hope I am not disrupting a discussion that has gone beyond my simple knowledge. |
| Dec21-09, 02:09 PM | #14 |
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Blog Entries: 6
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All clocks are time dilated by relative motion. Biological processes could be used as crude clocks. For example the time it takes a yeast culture to increase its population one thousand times or the time it takes a young seedling to double in height, could be used as a form of clock.
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| Dec21-09, 04:22 PM | #15 |
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Is it possible I am not understanding acceleration - I took it to mean the achieving of a difference in speed between what it was when the twin was stand with the other twin and what was eventually arrived at. Once there, the 'acceleration' ceases, and a constant rate of movement is in place. Is it that 'acceleration' imparts a potential, an inertia to one that is not given to the other? |
| Dec21-09, 04:44 PM | #16 |
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Blog Entries: 6
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| Dec21-09, 05:04 PM | #17 |
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Like any good explanation, kev, that opens all manner of possibilities for further inquirery. I fear they would stray beyond the parameters of this thread, which was indeed begun by a biology teacher - so thank you for that.
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