Perception & Relativity: Near-Light Speed Travel

In summary,In cosmology, a Hubble volume, or Hubble sphere, is a spherical region of the Universe surrounding an observer beyond which objects recede from that observer at a rate greater than the speed of light.
  • #1
udtsith
54
1
Is it appropriate to talk about objects that can travel 'near' the speed of light? E.g. compared to a hypothetical observer moving at 'near' zero speed (very close to zero temperature/energy) wouldn't we seem to be moving 'close' to the speed of light. E.g. isn't even traveling 3 meters/second close to traveling at the speed of light when compared to an object that is traveling a trillionth of a meter per second?
 
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  • #2
udtsith said:
Is it appropriate to talk about objects that can travel 'near' the speed of light?

Yes, as long as you keep in mind that "speed" is relative.

udtsith said:
compared to a hypothetical observer moving at 'near' zero speed (very close to zero temperature/energy) wouldn't we seem to be moving 'close' to the speed of light

No. First, you are talking about this hypothetical observer as though their speed was "near zero" in some absolute sense. That's not correct; speed is relative, as above.

Second, I'm not sure what sort of correlation you are envisioning between "speed" in the sense of relative speed in SR, and temperature/energy. They're different things.

udtsith said:
isn't even traveling 3 meters/second close to traveling at the speed of light when compared to an object that is traveling a trillionth of a meter per second?

No. If we assume that these "speeds" are both relative to the same reference frame, then an object traveling 3 meters/second, compared to an object traveling at a trillionth of a meter per second, will appear to be traveling at (3 - one trillionth) meters/second. For speeds this small compared to the speed of light, velocities can just be compared by simple subtraction.
 
  • #3
udtsith said:
E.g. isn't even traveling 3 meters/second close to traveling at the speed of light when compared to an object that is traveling a trillionth of a meter per second?
In some fixed inertial frame, if ##v_1/c<<1## then that fact does not change even if we compare ##v_1## to some other ##v_2## such that ##v_1/v_2>>1##
 
  • #4
okay, thank you. I find it interesting on the possibility that an alien intelligence could evolve to process large time dilation effects. For example, an alien that evolved in an extreme gravity well or around a very fast black hole (implausible but just for speculation). Suppose that alien lifted a flower at .1 meters per second . If that alien was moving 'close' to the speed of light that flower would rot in its hand before it reached its nose.
 
  • #5
udtsith said:
Is it appropriate to talk about objects that can travel 'near' the speed of light?

yes, Even for objects with mass. Right now in a galaxy far, far,far away, an observer there would say YOU are moving faster than light right now, relative to them. That's because the universe is expanding. But here on earth, neither you nor I can measure such a thing...we appear stationary to each other if we are both sitting still.

Locally, say here on earth, nothing can move faster than light and only massles particles can move at the speed of light.

udtsith said:
...'near' zero speed (very close to zero temperature/energy)

Perhaps you are thinking of a particle having little or no "temperature/energy' meaning virtually no zero point energy. But you don't need to set such a stringent parameter for 'zero speed'. Just pick an inertial [steady speed] reference frame moving with any observer, like yourself going straight down a highway at a fixed speed, and you have established 'zero speed' for relative observational measurements. Relative to you in that reference frame, signs are buzzing by at, say, 50mph. But the steering wheel in your vehicle moves at zero speed relative to you. On the other hand, relative to stationary observers at the highway, you are buzzing by them at 50mph...and so is your steering wheel. All three views are 'correct'. And relativity tells us, light still whizzes by each observer at exactly the same speed, 'c', no difference whatsoever.
 
  • #6
alw34 said:
Right now in a galaxy far, far,far away, an observer there would say YOU are moving faster than light right now, relative to them.

No. The concept of "relative speed" is not well-defined for spatially separated objects in a curved spacetime. The "speed" that is faster than light in the case you describe is a coordinate speed only and does not correspond to any actual observation.
 
  • #7
PeterDonis said:
No. The concept of "relative speed" is not well-defined for spatially separated objects in a curved spacetime. The "speed" that is faster than light in the case you describe is a coordinate speed only and does not correspond to any actual observation.

While I understand exactly what you mean... I doubt that aids the "starter"...
of course maybe my comment didn't either!
.
Anyway, Wikipdia says it this way:

"...In cosmology, a Hubble volume, or Hubble sphere, is a spherical region of the Universe surrounding an observer beyond which objects recede from that observer at a rate greater than the speed of light due to the expansion of the Universe..."

https://en.wikipedia.org/wiki/Hubble_volume
 
  • #8
alw34 said:
I doubt that aids the "starter"...
of course maybe my comment didn't either!

Yes, that's why I posted in response to you; the term "speed" is being used in this thread in a specific sense, the sense of "relative speed" in SR, which is limited to the speed of light. Your post used "speed" in a different sense, which is only going to confuse things.

alw34 said:
Wikipdia says it this way:

Yes, and that's why Wikipedia is not a reliable source.

It's true that you will find the term "speed" used in this sense even in textbooks on cosmology; but at least the textbooks take some care to point out that this "speed" is just a coordinate speed and is not something that anyone actually measures. It certainly is not the same as "speed" in the sense that term is being used in this thread.
 

1. What is the theory of relativity?

The theory of relativity, developed by Albert Einstein, is a fundamental concept in physics that explains the relationship between space and time. It states that the laws of physics are the same for all observers in all reference frames, and that the speed of light is constant in a vacuum.

2. How does near-light speed travel affect perception?

Near-light speed travel can significantly alter our perception of time and space. As an object approaches the speed of light, time slows down for the observer. This means that for someone traveling at near-light speed, time will pass slower than for someone who is stationary. Additionally, space appears to contract in the direction of travel for the observer, making distances appear shorter.

3. How does near-light speed travel affect the aging process?

According to the theory of relativity, time dilation at near-light speed means that the aging process will appear slower for someone traveling at that speed. This phenomenon has been demonstrated in experiments with atomic clocks, where the clock on a spacecraft traveling at high speeds aged slower than a clock on Earth.

4. Can humans travel at near-light speeds?

While there are currently no known methods for humans to travel at near-light speeds, the theory of relativity does not explicitly rule it out. However, the amount of energy required to accelerate a human to near-light speed is currently beyond our technological capabilities.

5. How does near-light speed travel affect the perception of the universe?

Near-light speed travel can have a significant impact on our perception of the universe. As an object approaches the speed of light, it will experience time dilation and space contraction, causing distances to appear shorter and events to occur at a slower pace. This means that a traveler moving at near-light speed would perceive the universe differently than someone who is stationary, leading to potentially different observations and conclusions about the nature of the universe.

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