mijopaalmc
Philosopher
- Joined
- Mar 10, 2007
- Messages
- 7,172
Good point. Perhaps gluing grains of sand onto the balloon would be even better.
There's always the raisin bread cosmology.
Good point. Perhaps gluing grains of sand onto the balloon would be even better.
I wonder if this works, I am open to a flat out "NO":
Imagine a really huge airplane hangar which is undergoing a gas explosion. There are 10 ton lead blocks (galaxies) sitting around in the hangar. The space inside the hanger increases as the walls are blown out, but the lead blocks pretty much stay in place, but may move slightly, because of their mass, and they do not come apart like less massive objects in the hangar. Further, the floor also expands slightly due to the explosion, so the lead blocks that are far apart to begin with, are now separated more than than the ones that had been closer to each other before, because the floor expands at a constant rate.
The lead blocks are not greater in volume after the explosion, but they may be slightly further apart in the case of those that were far apart to begin with, than those that were right next to each other.
One really needs to remind onself that the universe is really, really, big.
I might have misunderstood what you mean, but your analogy seems to lack the necessary isotropy.
Sol's answer is a good one, but here's a way to illustrate it for yourself.
Get a balloon and a marker. Place some dots on the outer surface of the balloon. The balloon's outer surface represents the spacetime fabric of our universe, and the dots represent galaxies and galaxy clusters. You can even mark one dot with MW for Milky Way (our galaxy).
Now, slowly inflate the balloon and observe what happens. From the point of view of MW, all the other galaxies and clusters appear to move away -- likewise, from the point of view of another galaxy, the MW and all others would appear to move away. So, the idea is that no matter where you are in the universe, you will observe everything to be stretching away from you and could easily conclude that you're at the "center".
This is an illustration of what's known as the Cosmological Principle.
Two important points to note about this example:
1. People will often ask, "What's inside the balloon? Isn't that where the 'center' is?"
The answers are "nothing" and "no." Remember that in this model the entire universe is the stretched fabric of the outer surface of the balloon. The question of what's "inside" isn't relevant, unless you wish to speculate about hypothetical extra dimensions of space, etc.
2. Note that the dots on your balloon do not actually move along the surface of the balloon; rather they move with the balloon's surface as it stretches. In addition, dots further from the MW dot will appear to stretch away faster than nearby ones.
This points out a common misconception about big bang cosmology: that galaxies and galaxy clusters are actually moving through space. They aren't (for the purposes of an expanding universe, that is), instead they are being carried along with the spacetime fabric of the universe as it is undergoing an expansion or stretching.
Lastly, about the further points moving faster as compared to the closer ones: this is an illustration of Hubble's Law, which was one of the first ways we quantified the age of the universe to be many billions of years (roughly 13.7 billion years by current estimates).
I hope this helps. Have fun with your balloons!![]()
Most excellent explanation! Thanks.
That's the best analogue anyone has come up with - to be more precise, we would need math.
So it's like a bubble, but it's expansion is sort of "inverted".
It expands from the outside, forcing the inside to expand within the outside?
Is this expansion pattern indicative of the universe expanding as a result of a vacuum-quantum fluctuation?
Also, how does something not violate the mass energy law if two particles of equal mass appear, and disappear and a single particle of the same mass as one of the two previous particles appear within planck time? I mean they did exist right?
Most modern theories point to the universe being mostly planar?
How does this happen? Generally the natural shape things tend to take in nature is a sphere or a flattened sphere (not quite a ball, but not quite a pancake either)
Regarding the statement of the universe reaching a peak size and then imploding. Would that be it and existance would just end? Or would that end up resulting in a big-bang and so on?
Energy is always conserved. Temporary quantum fluctuations can produce pairs of particles, but one always has negative energy and so the total energy is zero.
Where Is The Center Of The Big Bang Universe?
I can't remember who it was, but someone on the thread was asking about where the universe is going in reference to expanding spacetime. As has already been mentioned, one possible outcome is a closed (or bound) universe, which would probably lead to a Big Crunch.
There are two other possibilities that I know of: