A Galaxy Beyond Gravity and the Hubble Flow

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Discussion Overview

The discussion explores the interaction between gravitational forces and the Hubble flow in the context of galaxies. It examines how these forces influence the structure and dynamics of galaxies, particularly in terms of boundaries like the zero-gravity surface and finite infinity, as well as the implications of cosmic expansion on galaxy behavior over time.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested

Main Points Raised

  • Some participants propose that a galaxy occupies the volume of its dark matter halo, where its gravity dominates over Hubble expansion.
  • Others discuss the concept of a "zero-gravity surface" (ZGS), which is the boundary where gravitational and Hubble forces are equal, suggesting that this surface is outside the galaxy itself.
  • Participants mention Wiltshire's "finite infinity," a region where the average expansion rate is zero, which is larger than the ZGS.
  • There is a suggestion that space experiences an underlying expansion force at the cosmic Hubble rate, but local gravitational forces can dominate in regions of matter overdensity.
  • One participant notes that the cosmic Hubble rate is an average, and that expansion rates can vary significantly in different regions, such as voids.
  • Another participant reflects on the historical context of galaxy expansion, indicating that bound galaxies may expand at a rate slower than the surrounding Hubble rate, particularly in the early universe.
  • Concerns are raised about understanding the competing forces involved in galaxy dynamics.

Areas of Agreement / Disagreement

Participants express varying interpretations of the relationship between gravitational forces and Hubble expansion, indicating that multiple competing views remain. The discussion does not reach a consensus on the implications of these forces for galaxy behavior.

Contextual Notes

There are limitations regarding the definitions of terms like "zero-gravity surface" and "finite infinity," as well as the assumptions underlying the dynamics of gravitational and expansion forces. The discussion also highlights the complexity of measuring expansion rates in different cosmic environments.

wolram
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What would happen if the area a galaxy occupied spanned the influence of gravity and the Hubble flow?
 
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Hi Wolram,

I think you need to refine your question further. Normally, a galaxy is considered to "occupy" the volume of its dark matter halo. Therefore by definition, the galaxy itself spans only the area where the force of its gravity dominates over the general Hubble expansion.

The Chernin and Tully papers I talked about in my other threads on the Cosmology forum (e.g., "Hubble expansion within a collapsing supercluster") describe the concept of a "zero-gravity surface", which is simply the spherical boundary surrounding a mass concentration (e.g., galaxy) at which the competing forces of gravity and Hubble expansion are exactly equal and offsetting. Of course the ZGS by definition must be well outside of the galaxy itself. Take the example of our Local Group, which includes the Milky Way and Andromeda galaxies which are .7 Mpc apart. The ZGS of the Local Group is thought be be about 1.1 Mpc in radius. That shows the orders of magnitude.

Wiltshire's papers define another boundary surface called "finite infinity", which is by definition larger than the ZGS. The FI is the (generally spherical) region in which the AVERAGE expansion rate inside is equal to zero. I attached a picture of it to one of my posts.

In my opinion, the best way to think of this subject is that space is intrinsically experiencing an underlying expansion force EVERYWHERE at the cosmic Hubble rate. However, in regions of matter overdensity, the local gravitational force is stronger than the Hubble expansion force and dominates it. In effect, the Hubble expansion force is mathematically subtracted from the gravitational force. This dynamic tension between two competing forces (as well as a third anti-collapse force, virial peculiar motion) can resulting in any particular region undergoing collapse, stability, or expansion, at any rate between the two extremes (black holes; nearly empty voids).

Let me know if I misunderstood your question.

Jon
 
Last edited:
jonmtkisco said:
Hi Wolram,
In my opinion, the best way to think of this subject is that space is intrinsically experiencing an underlying expansion force EVERYWHERE at the cosmic Hubble rate. However, in regions of matter overdensity, the local gravitational force is stronger than the Hubble expansion force and dominates it. In effect, the Hubble expansion force is mathematically subtracted from the gravitational force.
Jon

This reference to the "cosmic Hubble rate" in my last post isn't quite accurate. The cosmic Hubble rate is the AVERAGE expansion rate, so it would be measured as such only in regions which are exactly at average matter density. The expansion rate obviously would be faster than this average inside large voids. Chernin calculates that a theoretically empty void (no void is every fully empty) currently would experience an additional 16 km/s per Mpc of expansion, compared to the cosmic Hubble rate.

Jon
 
Give me some slack guys, i am trying very hard to understand these competing forces.
 
Hi Wolram,

Did I misinterpret your question? I tried to give you a meaningful answer.

Jon
 
Thanks jonmtkisco , i miss understood, the penny has droped now.

Thanks,
 
Hi Wolram,

By the way, if the Hubble expansion rate is fast enough at any given point in time, it will cause a bound galaxy to start expanding, at a rate slower than the surrounding Hubble rate. This is what happened in the early universe when the original expansion rate was extremely high. Protogalaxies initially expanded, reached a maximum size, began collapsing, and then pretty much stopped collapsing when their virial (e.g., rotational) motion virialized them.

The same kind of galactic expansion could restart in the far, far distant future if dark energy continues to accelerate the expansion rate. Assuming that the galaxy hasn't collapsed into a black hole by that time.

Jon
 

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