Help finding some info about the movement of the observable universe

AI Thread Summary
The discussion centers around a request for information about a TV episode featuring a scientist discussing the movement of the observable universe. The series is identified as "Through the Wormhole" with Morgan Freeman, specifically the episode titled "Is there an edge to the universe?" The scientist mentioned is Alexander Kashlinsky, who introduces the concept of "dark flow," although this idea is considered speculative and has faced skepticism in the scientific community. The conversation highlights the challenges in analyzing new data from satellites like WMAP and PLANCK, which have led to debates over the validity of such observations. Overall, the user expresses gratitude for the assistance in locating the episode and learning more about the topic.
Harley Cabral
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Hello all!

Recently I watched a TV Series episode, but I didn't catch it from the beginning and I need some help to find which one was it, or any clue about it.

The part that I want is about the Scientist guy explaining that things on the observable universe (big picture) seems to be moving all to the same side, and used an analogy with some stationary balls all together in a greenfield, and what happens when you hit them w/ another ball is that all of them will spread uniformly

BUT, what happens when those balls are stationary in a descent ground and another ball hits them, all of those balls will spread up, and after a while they will move all to the same side (to the descent direction)

Anyone saw this episode?
Which one was it ? (series / season / episode)

Any clue on the name of the Scientist, the Theory name or where I can find more about it will help

Thanks in advance for the help http://www.thephysicsforum.com/images/smilies/wink.png
 
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I'm not sure what this is referring to..
The observable Universe is a sphere centered on the observer.
That sphere is expanding over time, and it's expanding evenly, not in some preferred direction.
(which would of course lead to a non-spherical observable universe, and there is nothing I know of which suggests this is the case.)
On the largest of scales the Universe looks much the same whichever direction we look in.
 
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Sorry my bad explanation on the original post.
I meant "things on the observable universe" seems to be moving on the same direction.
Im not trying to state this sentence. It was said by a scientist (help me find his name) who came with this observation after several years tracking the big picture of galaxies and clusters of galaxies w/ radio telescope .
I mean, it was said on a tv show and I'm really interested on this idea, just want to learn more about this hypothesis ;)
any info about this theme will be welcome ;)

tks again
 
Unless there's another similar one out there...

The series is called 'Through the Wormhole', with Morgan Freeman.
The episode is called 'Is there an edge to the universe?'.
The scientists is Alexander Kashlinsky.
The concept discussed is called 'dark flow'.A note is worthwhile here: dark flow remains highly speculative, at best. You see, data from satellites probing the early universe (the main ones being NASA's WMAP and ESA's PLANCK) is still very fresh, messy, and hard to analyse. Some people see in it stuff (structures, patterns) that other people don't. It's been the fate of many such recent 'discoveries' to be shown as statistical artefacts, or plain errors.

You may want to search the forum for the keywords, but you'll notice that most threads are at least a couple years old - that's because with the new data coming in from the PLANCK satellite, and a number of papers refuting the claims since they were made, the idea got largely abandoned in the scientific community.
Kashlinsky still sticks to his guns, though, but that's only to be expected.
 
Neat!
Thank you very much my friend, you saved the day! :)

I will read it all, and thanks lots for your thoughts/tips ;)
 
The video posted by Bandersnatch is the correct one, but it seems to be cutted

here is another one, and starting at the time I wanted to learn about (in case anyone else wants too)
at: 23:07


and thanks again for the help ;)
 
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