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Time Travel Discussion
A possible theory on observable time
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<blockquote data-quote="Harte" data-source="post: 191161" data-attributes="member: 443"><p>Good question.</p><p>Exactly the same thing is true for an Einstein-Rosen Bridge (wormhole using a black hole.)</p><p>It's obvious that hitting c (light speed) would result in you exiting the universe, since:</p><p>A: From all that we know, the universe has a limit on velocity so you can't pass that limit <em>in this universe</em>.</p><p>B:</p><p></p><p>Here is the equation for time dilation: Here is the equation for contraction of length:</p><p></p><p>[ATTACH=full]8860[/ATTACH] [ATTACH=full]8861[/ATTACH]</p><p></p><p>In the first equation, t is the time that has passed on your space ship, t' is the time that has passed in the reference frame you left (Earth, presumably.)</p><p>You will note that the term (called the <a href="https://en.wikipedia.org/wiki/Lorentz_factor" target="_blank">Lorentz Factor</a>) in the denominator reaches zero when you hit the speed of light.</p><p></p><p>That would infer an infinite amount of time passing on Earth.</p><p></p><p>If you can return, how can you return to an <em>infinitly</em> old Universe?</p><p></p><p>In the second equation, you can see that when you hit c, your observable length becomes zero. I'd remind everyone that this works in both directions (the observer is, in fact moving away from you from your perspective.) Therefore, to the traveler, it is the universe that shrinks to an infinitely small point. At that point, there's no real reason (no theoretical or mathematical reason) to believe that the traveler maintains any connection to the reference frame he came from.</p><p></p><p>Harte</p></blockquote><p></p>
[QUOTE="Harte, post: 191161, member: 443"] Good question. Exactly the same thing is true for an Einstein-Rosen Bridge (wormhole using a black hole.) It's obvious that hitting c (light speed) would result in you exiting the universe, since: A: From all that we know, the universe has a limit on velocity so you can't pass that limit [I]in this universe[/I]. B: Here is the equation for time dilation: Here is the equation for contraction of length: [ATTACH type="full" alt="8860"]8860[/ATTACH] [ATTACH type="full" alt="8861"]8861[/ATTACH] In the first equation, t is the time that has passed on your space ship, t' is the time that has passed in the reference frame you left (Earth, presumably.) You will note that the term (called the [URL='https://en.wikipedia.org/wiki/Lorentz_factor']Lorentz Factor[/URL]) in the denominator reaches zero when you hit the speed of light. That would infer an infinite amount of time passing on Earth. If you can return, how can you return to an [i]infinitly[/i] old Universe? In the second equation, you can see that when you hit c, your observable length becomes zero. I'd remind everyone that this works in both directions (the observer is, in fact moving away from you from your perspective.) Therefore, to the traveler, it is the universe that shrinks to an infinitely small point. At that point, there's no real reason (no theoretical or mathematical reason) to believe that the traveler maintains any connection to the reference frame he came from. Harte [/QUOTE]
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