About time when you get closer to C

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In summary, according to this article, the Milky Way is a part of the Local Group, which is moving relative to the CMB at about 600 km/s. This is significant because it means that more time has passed for the person in the spaceship relative to those on Earth. Additionally, it doesn't matter what direction the spaceship travels in, as the amount of time dilation and time passed on Earth will be the same.
  • #1
sublime56
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Ok so I read this on another site... "the Milky Way is part of the Local Group...The Local Group is calculated to move relative to the CMB at about 600 km/s (2,200,000 km/h)"

When you get into a 'spaceship' and travel say 50% the speed of light, then come back to earth, more time has passed for you than for those on earth.

My question is, does it matter what direction you travel in?
 
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  • #2
No, the direction you move doesn't matter. The amount of time dilation and time passed on Earth will be the same.
 
  • #3
Time dilation is relative. If you have a high velocity relative to earth, Earth clocks will appear to be slower than your pocket watch.
 
  • #4
sublime56 said:
When you get into a 'spaceship' and travel say 50% the speed of light, then come back to earth, more time has passed for you than for those on earth

It's the other way around - more time has passed on Earth than for you.
 
  • #5
My question is, does it matter what direction you travel in?
Direction doesn't matter and even speed doesn't matter. What matters is acceleration.

The amount of time that passed for you depends on the length of your path in time-space. The time space is isotropic, so the length doesn't depend on direction, and Lorentz-invariant, so the length doesn't depend on speed. However it is not invariant with regards to acceleration. So, by accelerating you change the tempo of your time passing.
 
  • #6
sublime56 said:
Ok so I read this on another site... "the Milky Way is part of the Local Group...The Local Group is calculated to move relative to the CMB at about 600 km/s (2,200,000 km/h)"

When you get into a 'spaceship' and travel say 50% the speed of light, then come back to earth, more time has passed for you than for those on earth.

My question is, does it matter what direction you travel in?
It really would help if you would provide a link to the other site. Is your second paragraph also a quote from it? Those two sentences don't seem related.
 
  • #7
haael said:
Direction doesn't matter and even speed doesn't matter. What matters is acceleration.
No, acceleration doesn't matter, only speed according to an Inertial Reference Frame matters. Of course, an acceleration that changes the speed of an object indirectly matters but you can also have an acceleration that does not change the speed and that won't matter at all for that particular IRF. If you transform to another IRF, all the speeds can change but for a situation where you are comparing the times accumulated by two objects that start out colocated and end up colocated, it won't matter which IRF you use.

haael said:
The amount of time that passed for you depends on the length of your path in time-space. The time space is isotropic, so the length doesn't depend on direction, and Lorentz-invariant, so the length doesn't depend on speed. However it is not invariant with regards to acceleration. So, by accelerating you change the tempo of your time passing.
These are a very confusing set of comments. First off, what do you mean by "time space" and "time-space"? If you mean spacetime, why do you change the terminology?
 
  • #8
only speed according to an Inertial Reference Frame matters
There are infinite count of inertial reference frames moving relative to each other. You can have any speed you wish by selecting one of them.

If you transform to another IRF, all the speeds can change but for a situation where you are comparing the times accumulated by two objects that start out colocated and end up colocated, it won't matter which IRF you use.
The point is the rest frame of the spaceship is non-inertial.

First off, what do you mean by "time space" and "time-space"? If you mean spacetime, why do you change the terminology?
OK, I will use "spacetime" from now on.
 
  • #9
haael said:
There are infinite count of inertial reference frames moving relative to each other. You can have any speed you wish by selecting one of them.
Yes, and they are all equally valid and none is preferred over the others.

haael said:
The point is the rest frame of the spaceship is non-inertial.
That's true but not significant. Inertial Reference Frames can handle non-inertial objects just fine and there is no standard way of constructing a non-inertial frame so if you want to use one, you will have to define how you're going to do it and when you get done, you will not have learned anything more about the scenario than if you had just used an IRF.
 
  • #10
Sorry, time pass more slowly for the guy in the ship*

Thanks for your answers guys. I think I'm getting it
 

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

The speed of light is approximately 299,792,458 meters per second in a vacuum. This constant speed of light plays a crucial role in the theory of relativity, where it is considered the maximum speed at which all matter and information can travel. As an object approaches the speed of light, time slows down for the object relative to an observer.

How does time dilation occur when approaching the speed of light?

Time dilation is a phenomenon that occurs when an object moves at speeds close to the speed of light. As the object's velocity increases, time slows down for the object relative to an observer. This means that time would appear to pass slower for the moving object compared to a stationary object.

What is the equation for calculating time dilation?

The equation for calculating time dilation is t = t0 / √(1 - v^2/c^2), where t is the time experienced by the moving object, t0 is the time experienced by a stationary object, v is the velocity of the moving object, and c is the speed of light.

Can anything travel faster than the speed of light?

According to the theory of relativity, nothing can travel faster than the speed of light. The speed of light is considered a fundamental constant in the universe and it would require an infinite amount of energy to accelerate an object to the speed of light.

How does the concept of time change when approaching the speed of light?

As an object approaches the speed of light, time slows down for the object relative to an observer. This means that time would appear to pass slower for the moving object compared to a stationary object. Additionally, the concept of simultaneity, or events happening at the same time, also changes when approaching the speed of light.

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