Traveling at Near Speed of Light - Questions Answered

In summary: The CMB FoP is not "special" in the sense that it is a reference frame that is not used for other things. It is just a reference frame that is used in this particular situation.
  • #1
derek10
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Sorry if this was asked but I couldn't find a answer!
I heard that when you travel at near the speed of light (0.999...c, wrt the Earth or Sun maybe?) the universe would be seen blueshifted (even the CMB would be visible) and length contracted in front of you.
However I also heard that we are traveling right now to 0.9999...c wrt a reference frame. Why don't I see stars or CMB blueshifted or length contracted in front of me?
Many thanks!
 
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  • #3
I may be wrong but this all appears paradoxical in the same manner as the twin paradox.
In the time dilation problem of twin paradox, the solution is that it is only the inertial observer on Earth who is qualified to apply time dilation. The moving twin aboard a rocket close to speed of light does not remain inertial at all times, for doing so would imply constant velocity and thus it would be impossible to return back to Earth - there must be some kind of acceleration involved.

See the section here http://www.einstein-online.info/spotlights/Twins titled 'turning the tables' and the subsequent section to see what's going on.
 
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  • #4
Thanks for your reply
I don't understand what is "relative to the CMB", doesn't it travel at c?
Also do all galaxies share the same reference frame? (even when receding due to expansion?)
 
  • #5
derek10 said:
Sorry if this was asked but I couldn't find a answer!
I heard that when you travel at near the speed of light (0.999...c, wrt the Earth or Sun maybe?) the universe would be seen blueshifted (even the CMB would be visible) and length contracted in front of you.
However I also heard that we are traveling right now to 0.9999...c wrt a reference frame. Why don't I see stars or CMB blueshifted or length contracted in front of me?
Many thanks!

We are traveling at .9999c wrt "a" reference frame, but we are not traveling that fast wrt the CMB's reference frame. It is how fast we travel wrt the CMB that matters for looking at blueshift/redshift of the CMB.
 
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  • #6
Thanks Salford

So the key is the acceleration, right? As it is absolute and the galaxies and such do not, without accounting expansion as I accelerate to near c wrt the Earth so I would be like the twin who leaves it?
 
  • #7
derek10 said:
I don't understand what is "relative to the CMB", doesn't it travel at c?
The phrase "relative to the CMB" is just shorthand for "the local reference frame where the CMB radiation has no dipole anisotropy".
 
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  • #8
derek10 said:
Sorry if this was asked but I couldn't find a answer!
I heard that when you travel at near the speed of light (0.999...c, wrt the Earth or Sun maybe?) the universe would be seen blueshifted (even the CMB would be visible) and length contracted in front of you.
However I also heard that we are traveling right now to 0.9999...c wrt a reference frame. Why don't I see stars or CMB blueshifted or length contracted in front of me?
Many thanks!
The key to the whole issue is "wrt a reference frame." Which reference frame? The cmb's reference frame. You don't see the CMB blueshifted because you aren't traveling near c wrt its reference frame. Broader: all speed measurements are between two - any two - reference frames.
 
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  • #9
thanks for your replies I think I am understanding now, so the CMB FoR is that which doesn't have any redshift or blueshift in any direction am I facing, right?

So can the CMB FoP be considered an "special" frame or is it just a regular one for this case?
 

FAQ: Traveling at Near Speed of Light - Questions Answered

What is the speed of light and how does it relate to traveling near the speed of light?

The speed of light is approximately 299,792,458 meters per second in a vacuum. When an object travels near the speed of light, it is moving at a velocity that is close to this value. This is significant because, according to Einstein's theory of relativity, time, distance, and mass are all affected by an object's velocity relative to the speed of light.

Can an object ever truly reach the speed of light?

No, according to Einstein's theory of relativity, an object with mass cannot reach the speed of light. As an object's velocity increases, its mass also increases, making it more and more difficult to accelerate. At the speed of light, an object would have infinite mass, which is impossible.

What would happen to time and distance for someone traveling at the near speed of light?

Time and distance would appear to change for someone traveling at the near speed of light. This phenomenon is known as time dilation and length contraction. Time would appear to slow down for the traveler, while distances would appear shorter. This is due to the effects of relativity on the perception of time and space.

How does traveling at the near speed of light impact energy and mass?

As an object's velocity approaches the speed of light, its energy and mass increase significantly. This is due to the equation E=mc^2, which means that as an object's energy increases, so does its mass. This concept is known as mass-energy equivalence and is an important aspect of understanding the effects of traveling at near the speed of light.

Is it possible to travel faster than the speed of light?

According to our current understanding of physics, it is not possible for an object to travel faster than the speed of light. The speed of light is considered to be the universal speed limit, and any attempt to exceed it would require an infinite amount of energy. However, some theories, such as wormholes and warp drives, propose ways to bypass this limitation, but they are still hypothetical and have not been proven.

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