What is meant by expanding space

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SUMMARY

The discussion centers on the concept of cosmic expansion, specifically how distances between galaxies change over time. Cosmologists, referencing the FRW metric, assert that the distance between two points in the universe increases due to the expansion of space itself, rather than the objects moving through space. The analogy of a rigid stick is used to illustrate that while galaxies may appear to recede from one another, the stick would not stretch; instead, the space between the galaxies expands. This expansion is significant on cosmological scales, such as the Hubble radius of 13.8 billion light-years, where gravitational forces of galaxies prevent them from being affected by this expansion.

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Gonzolo
Hi,

Cosmologists, starting perhaps with Hubble, say that our galaxy is expanding like a sponge, or a raisin bread. Now if I take only two raisins of this bread which are on its x-axis, am I to understand that :

1. the distance d = x2 - x1 is getting greater,

or

2. the x-axis itself is stretching, such that d = x2 - x1 remains constant

In other words, if I had a very long rigid stick from here to a red-shifted galaxy, would the galaxy then run away from the stick, or would the stick be stretching?
 
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The stick isn't expanding. The solar system isn't expanding. Our galaxy isn't expanding. Even our galaxy cluster isn't expanding. You need to consider the universe on the scale at which it appears (roughly) homogenous. So in your raisin analogy, just consider the raisins as galaxy clusters. The dough (space) between them expands.
 
I agree with what cragwolf says. I also want to answer your questions explictly:
Gonzolo said:
s, am I to understand that :

1. the distance d = x2 - x1 is getting greater,

Yes, proposition #1 is right. Cosmologists use a distance function called the FRW metric to define the distance between two points. the formula has a time-dependent term a(t) which keeps increasing and making the distance between two points keep increasing.


Gonzolo said:
In other words, if I had a very long rigid stick from here to a red-shifted galaxy, would the galaxy then run away from the stick, or would the stick be stretching?

such a long stick might be a physical impossibility and I do not see how such a very long stick could be rigid! but suppose.

then yes, the galaxy would run away from the stick, as long as the stick remained whole

if he was very long the stick might experience some slight tension. if he was too long he might snap in two. But no reasonable-size stick would stretch---molecular bonds and metallic crystal bonds are plenty strong to resist gentle expansion.

You are postulating an extreme case.

I personally think that if a stick were as long as the Hubble radius, namely 13.8 billion lightyears, then the expansion lf space would snap it in two, no matter how strong. Or steel cable, no matter what great tensile strength.

but such a length is ridiculous, nothing real is so long
even galaxies (a few hundred thousand lightyears wide) are not stretched by space expanding
because their own gravity keeps them together.
 
Last edited:
Thanks. I know the stick is ridiculous, it was just a masseless rigid x-axis, so that I could eliminate the confusion that comes with "space is expanding". (If it can curve, than perhaps it could have "stretched", which I now see it does not.)
 

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