Q: Volume of the largest ellipsoid in space which contains no stars?

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SUMMARY

The discussion centers on the volume of the largest ellipsoid in space that contains no stars, highlighting the complexities of voids and their structures in the universe. It references the reionization process, which increases the temperature of hydrogen gas beyond the calculated value of 0.002959 K. The conversation also touches on the visibility limitations of red dwarfs, which have an absolute magnitude of +10, and the challenges in detecting stars in voids beyond 40,000 parsecs. The conclusion emphasizes the inherent limitations in understanding voids and filaments in the observable universe.

PREREQUISITES
  • Understanding of reionization and its effects on hydrogen gas temperature
  • Familiarity with stellar magnitudes and visibility limits in astronomy
  • Knowledge of cosmic voids and their structures
  • Basic concepts of stellar kinematics and hypervelocity stars
NEXT STEPS
  • Research the effects of reionization on hydrogen and H2 gas temperatures
  • Explore the visibility limits of celestial objects based on absolute magnitude
  • Investigate the structure and characteristics of cosmic voids and filaments
  • Study the publications of Margaret Geller regarding cosmic structures
USEFUL FOR

Astronomers, astrophysicists, and anyone interested in the structure of the universe, cosmic voids, and the behavior of stars in relation to reionization.

Buzz Bloom
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TL;DR
It seems plausible that astronomers must have found somewhere is space a largest volume which contains no stars. To make this question better defined, I suggest visualizing this volume to have the shape of an ellipsoid. I am interested in learning about this volume, primarily its size, and out of curiosity how far away from Earth it is. My reason for wanting to know the answer to the primary question is explained in the body of this post.
The answer to the primary question in the summary is the first step in seeking an answer to a more complicated question I plan to post in a separate thread later. This more complicated question is a consequence of the thread:
An answering post which I received from @kimbyd pointed out that reionization would make the temperature of the H atom gas larger than the value I calculated for the current time: 0.002959 K.
Wikipedia gives a good explanation of the phenomenon, but no numerical values.
That is the more complicated question I want to pursue after I can get some help with respect to this thread.
How much would reionization increase the temperature of isolated H atom gas (or maybe H2 gas)?
 
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We cannot see individual red dwarfs, which are the most common stars in the universe, at very great distances. A typical red dwarf has an absolute magnitude of +10, and the best telescopes can see objects down to about magnitude +28. If you work it out, we can see these stars out to a distance of about 40,000 parsecs, which is just outside our galaxy. So beyond that, these stars are invisible to us. So I think the answer to your question is that we don't know. Even the most empty voids that we see, which appear to be devoid of large galaxies, could have a sprinkling of small stars in them and we wouldn't be able to see them.
 
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https://en.wikipedia.org/wiki/Stellar_kinematics - hypervelocity stars appear to have sufficient velocity to exit a galaxy.

Assume these stars were sling shot (slung shot?) out of their home galaxy 12 billion years ago - and they are still in the main sequence.

So, following up on @phyzguy nice point, it is not implausible to further assume these stars can penetrate into voids for some distance, adding a very sparse stellar cloud out a distance into the void. But we cannot detect them.

Checkout filaments and voids:
https://www.space.com/13336-universe-history-structure-evolution-infographic.html
Do a search on publications by Margaret Geller or maybe 'Sloan Great Wall'.

The primary point is that there is a limit to our understanding of these voids and filaments. When you look at graphics it seems clear that voids are not discrete simple structures, they squiggle and wiggle. And interconnect.

Voids seem to occupy a large percent of the observable universe. Which means we probably will not ever be able to see the full extent of a given void, if such a thing even makes sense.

Opinion --
Sometimes trying to describe or document the '-est' ( as in large-est, small-est ) of something is not very informative or maybe even not really sensible. Consider that your void size quest could possibly fall into this category.
 
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