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I could even have a blackbox type device to record my last few words describing the experince. I can then manually launch the box from the rear of the ship seconds before I'm sucked into the nexus of the universe.
td = time/ root(1 - VelcoitySquared/SpeedOfLightSquared)
where td is a measure of how much time is "dilated"... ie slowed. Thus, if you go at the speed of light, time is slowed infinitely and comes to a stand still for you. Eternal youth till the end of the universe! Of course, you would just see the universe end infinitely quickly and thus die!
Sonic
> BEARDS. wrote:
> "if you reached 10% of light speed in both directions, which
> isn't impossible at all."
>
> What the hell does that mean - in both directions?
He wanted to send a message back. Hence I was stating that it would take that long if you reached that average speed in both directions.
> Oh, and this would still produce some big problems... here's a little
> quote:
>
> "Twin brothers live on Earth. One brother takes a trip to a
> distant star traveling at a high percentage of the speed of light.
> When the twin returns he will be younger than his brother because for
> him time slowed down during the trip"
>
> What I want to know is this. Suppose the brother travels at 50% the
> speed of light, and the star and back is a .5 light year journey.
> Therefore he get's back exactly a year after he has left. But whose
> year? For the brother travelling, a year would appear to be more than
> a year to his brother... so did he travel for more than a year Earth
> time?
Time is relative. A year would have passed for the Brother on Earth, as he is the one measuring the distance to the star and the speed of the craft. For the Brother in the craft, less time would have passed. How much exactly I don't know, I don't think it's a linear progression and you have to factor in the effect of gravity on the systems as well.
*runs*
"if you reached 10% of light speed in both directions, which isn't impossible at all."
What the hell does that mean - in both directions?
Oh, and this would still produce some big problems... here's a little quote:
"Twin brothers live on Earth. One brother takes a trip to a distant star traveling at a high percentage of the speed of light. When the twin returns he will be younger than his brother because for him time slowed down during the trip"
What I want to know is this. Suppose the brother travels at 50% the speed of light, and the star and back is a .5 light year journey. Therefore he get's back exactly a year after he has left. But whose year? For the brother travelling, a year would appear to be more than a year to his brother... so did he travel for more than a year Earth time?
Explain
Sonic
> is that some sort of american joke as i an english man do not get it.
No, its just geekish.
A: He'll drop his copy of Linux Journal.