Is the Earth Really 4.5 Billion Years Old or Much Older?

In summary, the age of the Earth is approximately 4.5 billion years and is determined through radiometric dating. This is possible because asteroids, which formed around the same time as the Earth, have not gone through the same recycling process as Earth's rocks. Radiometric dating is based on measuring the concentrations of radioactive elements and their daughter elements in rocks. This method helps determine the age of rocks to the last time they were in a liquid form. Additionally, the gas and dust matter that formed during the birth of the universe was created by the life and supernova of stars that existed before our solar system.
  • #1
geraud
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From my understanding:
  • The age of the universe is ~13.8 billion yrs.
  • The age of Earth is ~4.5 billion yrs.
  • The age of the Earth is based on radiometric dating.
I understand that the Earth was probably formed by gas and dust clouds ~9.3 billion yrs after the universe was born, but if the gas and dust matter was formed during the birth of the universe, why doesn't radiometric dating show that the Earth is 13.8 instead of 4.5?
 
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  • #2
:welcome:
I would think it is because the radiometric dating is done for certain substances that they believe resulted from the forming of the Earth. Anyone correct me if I'm wrong though.
 
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  • #3
Radiometric dating is based on concentrations (in rock) of radioactive element and daughter.
 
  • #4
geraud said:
From my understanding:
  • The age of the universe is ~13.8 billion yrs.
  • The age of Earth is ~4.5 billion yrs.
  • The age of the Earth is based on radiometric dating.
I understand that the Earth was probably formed by gas and dust clouds ~9.3 billion yrs after the universe was born, but if the gas and dust matter was formed during the birth of the universe, why doesn't radiometric dating show that the Earth is 13.8 instead of 4.5?
First, we don't actually measure the age of the Earth directly. The rocks on Earth are recycled too frequently. I don't think any have been dated much past 4 billion years.

Rather, we get the age of the Earth from measuring the age of asteroids, as the asteroids all formed at about the same time as the Earth, but don't have a pesky active crust and mantle to reset the ages of the rocks every few hundred million years.

As for actually measuring the ages themselves, that's typically performed using isochron dating (https://en.wikipedia.org/wiki/Isochron_dating). The basis of the idea is that when the rock forms from some kind of molten substrate, it gets all mixed up, but does so in a way that follows the laws of chemistry.

For example, Rubidium has an isotope 87 that decays into Strontium 87. However, Rubidium and Strontium both have very different chemical properties, and don't form in the same locations. So a given rock will start with lots of Strontium and not much Rubidium in certain places, and the reverse in others. Measuring the ratios of the isotopes of Strontium and Rubidium throughout the rock will tell you how much of the Rb87 has decayed into Sr87.

This measures the rock's age to the last time it was in a liquid form. So you can use it to date lava rocks on Earth, or asteroids back to the time they originally formed, which measures the age of our Solar System, and therefore the Earth.
 
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  • #5
Chalnoth said:
First, we don't actually measure the age of the Earth directly. The rocks on Earth are recycled too frequently. I don't think any have been dated much past 4 billion years.

Rather, we get the age of the Earth from measuring the age of asteroids, as the asteroids all formed at about the same time as the Earth, but don't have a pesky active crust and mantle to reset the ages of the rocks every few hundred million years.

As for actually measuring the ages themselves, that's typically performed using isochron dating (https://en.wikipedia.org/wiki/Isochron_dating). The basis of the idea is that when the rock forms from some kind of molten substrate, it gets all mixed up, but does so in a way that follows the laws of chemistry.

For example, Rubidium has an isotope 87 that decays into Strontium 87. However, Rubidium and Strontium both have very different chemical properties, and don't form in the same locations. So a given rock will start with lots of Strontium and not much Rubidium in certain places, and the reverse in others. Measuring the ratios of the isotopes of Strontium and Rubidium throughout the rock will tell you how much of the Rb87 has decayed into Sr87.

This measures the rock's age to the last time it was in a liquid form. So you can use it to date lava rocks on Earth, or asteroids back to the time they originally formed, which measures the age of our Solar System, and therefore the Earth.

Okay, now this makes a lot more sense to me. Non-resetting asteroids + Isochron dating are the missing links I was looking for.
 
  • #6
geraud said:
... if the gas and dust matter was formed during the birth of the universe...
Somewhat of a side issue, but the universe before stars contained only hydrogen. All of the dust and all of the non-hydrogen gas in the solar system was created by the life and supernova of a star (or more than one) that lived and died before our solar system was born.
 
  • #7
russ_watters said:
Somewhat of a side issue, but the universe before stars contained only hydrogen. All of the dust and all of the non-hydrogen gas in the solar system was created by the life and supernova of a star (or more than one) that lived and died before our solar system was born.
Yes, but what always astonishes me in this picture is, that those stars only could have had a rather short life to fit into the time window. Why? One rarely hears something about our sun's predecessors. And shouldn't heavy elements on Earth like gold or uranium reveal a much older age then, because they have been formed far earlier? At least some which haven't been exploded to single atoms.
 
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  • #8
fresh_42 said:
but what always astonishes me in this picture is, that those stars only could have had a rather short life to fit into the time window.

Sherman, set the wayback machine for 13 billion years BC...

OK, now take a look at the sky. All the stars are young, and some will live for a trillion years, some for billions, and some for only millions. Now, skip forward a billion years. The only stars in the sky are either ones that lived longer than a billion years, or were born in the last billion. Go another billion...and another...and another...until you get to today. So it's no coincidence that the age distribution of the former and present stars looks the way it does.

russ_watters said:
but the universe before stars contained only hydrogen.

Actually, it was (and is) about 10% helium. In the above discussion, I am ignoring the very earliest stars, the so-called Population III, which are extremely metal poor and likely quite large.
 
  • #9
fresh_42 said:
Yes, but what always astonishes me in this picture is, that those stars only could have had a rather short life to fit into the time window. Why? One rarely hears something about our sun's predecessors. And shouldn't heavy elements on Earth like gold or uranium reveal a much older age then, because they have been formed far earlier? At least some which haven't been exploded to single atoms.
The ATOMS are older but you can't measure the age of an atom. The compounds, the age of which can be measured, are younger than their constituent atoms.
 
  • #10
phinds said:
The ATOMS are older but you can't measure the age of an atom. The compounds, the age of which can be measured, are younger than their constituent atoms.
I know, of course not. I just thought that some might have remained clumped throughout time. E.g. the uranium formed by the last supernova, and which we find today, shouldn't it be significantly and measurably older than 4.5? And if so, when did this nova happen? Or the ones before?
 
  • #11
fresh_42 said:
E.g. the uranium formed by the last supernova, and which we find today, shouldn't it be significantly and measurably older than 4.5?

The atoms are. The rocks are not. Essentially you are measuring the time since it was last liquid.

K-Ar dating may be simpler to see. Argon is a gas, so you expect it to bubble out of a rock when it's liquid. Now you have a rock that has potassium, but no argon. Wait, and the K-40 decays to Ar-40. Now you have argon in the rock - measure how much, and you know when the rock was last liquid. Melt the rock, the argon escapes, and the clock resets.
 
  • #12
Vanadium 50 said:
Actually, it was (and is) about 10% helium. In the above discussion, I am ignoring the very earliest stars, the so-called Population III, which are extremely metal poor and likely quite large.
[googles] Interesting -- helium 4 is more stable than free protons and neutrons, so if they come close together they'll have a tendency to combine...if their energy is low enough. Thanks!
 
  • #13
fresh_42 said:
Yes, but what always astonishes me in this picture is, that those stars only could have had a rather short life to fit into the time window. Why? One rarely hears something about our sun's predecessors.
Well, supernovas require large stars, which burn faster, so yeah...
And shouldn't heavy elements on Earth like gold or uranium reveal a much older age then, because they have been formed far earlier? At least some which haven't been exploded to single atoms.
Clearly I'm not much of an expert on this, but I suppose there aren't very many candidate isotopes that are common enough and have the right half life to enable longer dating. Or perhaps more importantly, the various violences that form planets tend to distill (if that's the right word) the elements, erasing evidence of previous decay that could be used for dating.
 
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  • #14
Helium is really annoying,
If it was not for that weird fine tuning as it is called. Helium is the end of the game.
 

What is the age of the Earth?

The Earth is estimated to be around 4.5 billion years old. This age is determined through radiometric dating of rocks and meteorites.

What is the age of the Universe?

The Universe is estimated to be around 13.8 billion years old. This age is determined through observations of the cosmic microwave background radiation and the expanding universe.

How do scientists determine the age of the Earth and the Universe?

Scientists use various methods such as radiometric dating, astronomical observations, and calculations based on the theory of the Big Bang to determine the age of the Earth and the Universe.

Why is there such a large difference in age between the Earth and the Universe?

The Earth formed relatively recently compared to the age of the Universe because it was formed from the remnants of a supernova explosion. The Universe, on the other hand, has been expanding and evolving since the Big Bang.

Will the age of the Earth and the Universe change as scientists gather more evidence?

As new evidence and technologies become available, the estimated ages of the Earth and the Universe may change slightly. However, the current estimates are based on extensive research and are not expected to change significantly in the future.

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