Distribution of energy after matter/antimatter annihilation

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SUMMARY

The discussion centers on the energy distribution following matter/antimatter annihilation events in the early universe. It highlights that for every 10 billion annihilation events, one matter particle remains, leading to a significant photon output. However, the energy density of radiation, primarily in the Cosmic Microwave Background (CMB), has become negligible compared to matter, dark matter, and dark energy due to the differing dilution rates of radiation and matter as the universe expands. Currently, there are approximately 108 photons for every nuclear particle, but this was not the case in the early universe when radiation dominated energy density.

PREREQUISITES
  • Understanding of the Big Bang theory and cosmic inflation
  • Familiarity with matter/antimatter annihilation processes
  • Knowledge of energy density concepts in cosmology
  • Basic principles of cosmic microwave background radiation (CMB)
NEXT STEPS
  • Research the effects of cosmic expansion on energy density
  • Study the properties and implications of the Cosmic Microwave Background (CMB)
  • Explore the differences between radiation and matter energy density over cosmic time
  • Investigate the role of dark matter and dark energy in the universe's evolution
USEFUL FOR

Astronomers, cosmologists, physics students, and anyone interested in the fundamental processes governing the universe's energy distribution and evolution.

ft_c
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Hi all

Maybe a quick question!

After the big bang and inflation, a little while later there is the mass annihilation event where 10 billion matter particles and 10 billion anti matter particles annihilate, sending out energetic photons. For each 10 billion annihilation events there is one remaining matter particle (or 2? whatever.. :)

So the contribution to the energy content of the universe from photons should be 10 (or is it 20) billion times more than that of matter. But as we're told, by like wikipedia and books and stuff, the radiation content of the universe is negligible...

What's going on there? Where have all those photons gone? Or where has their energy gone, I don't think the expanding universe/photons can cover all that!

Thanks!
 
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ft_c said:
Hi all

Maybe a quick question!

After the big bang and inflation, a little while later there is the mass annihilation event where 10 billion matter particles and 10 billion anti matter particles annihilate, sending out energetic photons. For each 10 billion annihilation events there is one remaining matter particle (or 2? whatever.. :)

So the contribution to the energy content of the universe from photons should be 10 (or is it 20) billion times more than that of matter. But as we're told, by like wikipedia and books and stuff, the radiation content of the universe is negligible...

What's going on there? Where have all those photons gone? Or where has their energy gone, I don't think the expanding universe/photons can cover all that!

Thanks!
Radiation dilutes faster than matter. As the universe expands by a factor of ##a##, the energy density of matter drops as ##1/a^3##, while the energy density of radiation drops as ##1/a^4##. This is because radiation redshifts as the universe expands.

In the very early universe, radiation was the dominant energy density of our universe. But it diluted until matter had a higher energy density.
 
Ahh right yes, thanks very much!
 
The energy density of the radiation (largely in the CMB) is negligible compared with matter, Dark Matter and Dark Energy, however that is because the energy of each photon (now largely in the microwave region of the spectrum) is so low.

There are still 108 photons to every nuclear particle.

Garth
 
Garth said:
The energy density of the radiation (largely in the CMB) is negligible compared with matter, Dark Matter and Dark Energy, however that is because the energy of each photon (now largely in the microwave region of the spectrum) is so low.

There are still 108 photons to every nuclear particle.

Garth
This is true now. It wasn't true in the very early universe: before our universe was ~75,000 years old, radiation had a higher energy density than matter (normal + dark).
 
Of course, as you said in your post #2. I was emphasizing the present day situation.

Garth
 

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