Understanding the Age of the Universe

In summary, the article discusses the distance of the galaxy GN-z11, which is 32 billion light-years away from Earth. This may seem impossible given the age of the universe, but due to the expansion of space, the distance has increased to 32.2 billion light-years over 13.4 billion years. This expansion is a rate, not a speed, and can vary for different objects in space. Therefore, it is not accurate to describe the expansion of space as a speed, but rather a global property that affects the recession velocity of objects.
  • #1
Zeno Ether
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TL;DR Summary
Considerations about the currently accepted Cosmology
I'm quoting from Wikipedia the article about GN-z11 (the oldest and most distant known galaxy):
"At first glance, the distance of 32 billion light-years (9.8 billion parsecs) might seem impossibly far away in a Universe that is only 13.8 billion (short scale) years old, where a light-year is the distance light travels in a year, and where nothing can travel faster than the speed of light. However, because of the expansion of the universe, the distance of 2.66 billion light-years between GN-z11 and the Milky Way at the time when the light was emitted increased by a factor of (z+1)=12.1 to a distance of 32.2 billion light-years during the 13.4 billion years it has taken the light to reach us."

This means that space (3D) has expanded at 2.2 times the speed of light (on average), since light has left GN-z11. Correct?
 
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  • #2
Zeno Ether said:
Summary:: Considerations about the currently accepted Cosmology

This means that space (3D) has expanded at 2.2 times the speed of light (on average), since light has left GN-z11. Correct?
This is really not a good way of describing things. Expansion is a rate, not a speed.
 
  • #3
Ok, it's a rate. But is this reasoning correct?
 
  • #4
No. A rate is not a speed so you cannot measure a rate in multiples of c.
 
  • #5
Zeno Ether said:
Ok, it's a rate. But is this reasoning correct?
Not really. The difference between distances between us and the galaxy through the "then" and "now" spatial slices in FLRW coordinates divided by the proper time along either of our worldlines is about 2.2c, yes. But that isn't anything you could meaningfully describe as a speed.

You've tagged this thread A, meaning you have postgraduate knowledge of this field. I'm guessing this is not correct. Perhaps you could tell us what level of study you've actually completed, and then we can pitch answers at that level.
 
  • #6
@Zeno Ether it might be instructive for you to consider that the objects that are "now" at the outer edge of our Observable Universe are receding from us at about 3c. This is not proper motion, however, which is why no speeding tickets are issued. Specific objects can be thought of as having a specific recession velocity at a given point in time, but as has been pointed out, expansion is a rate, not a velocity or even a speed.
 
  • #7
Hi Ibix, I'm a mechanical engineer and I'm trying to understand the currently accepted theories about the Universe.
 
  • #8
What you could say, is that that particular galaxy has receded with that average recession velocity. It doesn't make sense to say that the expansion of space has any velocity, since the recession velocity depends on distance. The rate of expansion is a global property; the recession velocity is a property of a particular object (or an abstracted point in space that is comoving with the expansion).

This is like with a savings account - you can say that your savings grew on average by X dollars per month over some interval of time, or you can say that your account has an interest rate of Y percent per month. It does not make sense to say that the interest rate in your bank is X dollars per month, since the actual value accrued depends on the amount deposited. The interest rate is a global property of all deposits on all accounts; the dollars/month increase is a property of a particular amount deposited.
 
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  • #9
Ok, thanks, perfectly clear.
 

What is the age of the universe?

The current estimated age of the universe is around 13.8 billion years old. This number is based on observations and measurements of the expansion rate of the universe, known as the Hubble Constant, and the cosmic microwave background radiation.

How do scientists determine the age of the universe?

Scientists use a variety of techniques to determine the age of the universe, including measuring the expansion rate of the universe, studying the cosmic microwave background radiation, and analyzing the composition and distribution of elements in the universe.

Has the age of the universe always been the same?

No, the age of the universe has not always been the same. The universe is constantly expanding and evolving, and its age has changed over time. In the past, the universe was much smaller and denser, and as it expands, its age increases.

What is the significance of understanding the age of the universe?

Understanding the age of the universe is crucial for gaining a better understanding of the origins and evolution of the universe. It also helps us to better understand our place in the universe and how it will continue to evolve in the future.

Could the age of the universe be wrong?

While our current estimates of the age of the universe are based on extensive research and observations, it is always possible that new discoveries or advancements in technology could change our understanding of the universe's age. However, the current estimates are considered to be highly accurate and are constantly being refined and improved upon.

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