Saturn's Strange Hexagon Recreated In the Lab 103
cremeglace writes "Saturn boasts one of the solar system's most geometrical features: a giant hexagon encircling its north pole. Though not as famous as Jupiter's Great Red Spot, Saturn's Hexagon is equally mysterious. Now researchers have recreated this formation in the lab using little more than water and a spinning table—an important first step, experts say, in finally deciphering this cosmic mystery. More details, including a cool demo video, at ScienceNOW."
But, what I want to know... (Score:2, Funny)
When will they solve the mystery of the inflamed ring around Uranus?
Re:But, what I want to know... (Score:4, Funny)
That's what the TUCKS probe is supposed to find out!
Obligatory reference (Score:3, Funny)
Professor: "I'm sorry, Fry, but astronomers renamed Uranus in 2620 to end that stupid joke once and for all."
Fry: "Oh. What's it called now?"
Professor: "Urectum. Here, let me locate it for you."
Re:Yawn (Score:5, Informative)
RTFA- the vortex previously used to explain this effect was gone when Cassini came by- but the hexagon was still there. This is a laboratory experiment, completely reproducible, that explains the effect in a new way.
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Stumped scientists first attributed the shape to a huge, stormlike vortex along one of the hexagon’s sides, which Voyager also spotted during its journey. Astronomers believed this gyre was altering the jet stream’s course, much in the same way a large rock would change a nearby river’s path. But when the Cassini mission returned to Saturn and photographed Saturn's north pole in 2006, the vortex was gone, yet the hexagon was still there.
The PP is correct - it was also recreated in 2006 [nature.com] with only a spinning bottom. What was disproved is that the hexagon was shaped by an *offset* vortex. And it was featured in /. [slashdot.org] too, IKEA jokes included :) Quoth ye olde article:
Tomas Bohr and colleagues made plexiglass buckets, 13 and 20 centimetres across, with metal bottoms that could be rotated at high speed by a motor. [...] Swinney, meanwhile, thinks that the process is unlikely to apply to large-scale flows such as that on Saturn, but might be relevant to smaller-scale phenomena such as tornadoes.
Then again, experiments must be repeated for validation, additional data and other improvements (including prettier videos!)
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Similar experiment, opposite conclusions.
2006: Faster speeds, more sides
2010: Faster speeds, fewer sides
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Dis-similar experiments, Dis-similar conclusions.
2006: Spin a bucket of water
2010: Spin a ring inside a slower spinning bucket of water
Geometrical (Score:5, Insightful)
A hexagon? The summary is right, that is the most geometrical feature I've ever seen in the solar system. At least twice as geometrical as all those spheroids and ellipses.
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don't forget those pesky 6 sided snowflakes that keep falling
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Sadly, it's a direct quote of the first line of TFA:
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And does a hexagon really "enCIRCLE" something or does it "enhexagon" the north pole?
Re:Geometrical (Score:5, Insightful)
Re:Geometrical (Score:5, Informative)
Bubbles will tessalate into hexagons with the right pressure. i guess it's more stable (closer to circles/spheres) than other shapes.
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What would be weird would be a naturally occurring repeating pattern of different shapes, e.g., a soccerball-like repeating mixture of pentagons and hexagons, or a pattern of octagons that each adjoin another octagon on the north, south, east, and west edges, with squares (angled at 45 degrees) filling the gaps between the ne, sw, se, and nw edges, and bonus points if adjoining octagons are different colors while the ones across squares from eacho
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http://en.wikipedia.org/wiki/Fullerene [wikipedia.org]
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Buckyballs, natural or only synthetic (Score:3, Informative)
You know, I thought that at first too, and maybe you know more than I, but the article I linked says they occur naturally.
Minute quantities of the fullerenes, in the form of C60, C70, C76, and C84 molecules, are produced in nature, hidden in soot and formed by lightning discharges in the atmosphere.[6] Recently, fullerenes were found in a family of minerals known as Shungites in Karelia, Russia.
I looked up a few sources, and they agree. Here is one that looks legit: http://www.springerlink.com/content/w3856554l87733w3/fulltext.pdf?page=1 [springerlink.com]
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Fullerenes are ridiculously common in soot. Besides, you don't think "manmade" means going in and arranging atoms one-by-one in arrangements that aren't stable, do you? If the atoms are in a stable arrangement, it's because it minimizes the free energy of the system, and I guarantee that nature has figured out a way to get there first.
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You describe that and I immediately think of a similar scenario where life in animals and our bodies exists naturally apart from it happening with a Prime Mover orchestrating the evolution. It makes my jaw drop to consider that happening without a Prime Mover, but for that the internet metaphorically stones me.
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According TFA they have made triangles and squares too, pretty much any shape you want by varying the speed. The fast the differential the fewer sides.
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But hexagons are very rare in nature.
Yeah, HoneyComb, SnowFlakes, Hexagonnaly symmetric Invertebrates (i.e. 6 Legged SeaStars), and Six-Sided Crystals (Rubies, sapphires, emeralds, etc) are all very rare in nature.
Re:Geometrical (Score:4, Funny)
They are as rare as proper capitalization.
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Yes, you just made the point that he went on to mention in the same post you quoted, including the same example of a honeycomb.
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However, the other examples show that structures that were not created by deliberate animal behavior and refute his point.
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But hexagons are very rare in nature.
Yeah, HoneyComb, SnowFlakes, Hexagonnaly symmetric Invertebrates (i.e. 6 Legged SeaStars), and Six-Sided Crystals (Rubies, sapphires, emeralds, etc) are all very rare in nature.
only because the basic building blocks of atoms dictate that they arrange in that structure.
When they're not rigidly connected (like in an atmosphere) then we're talking about something completely different.
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Yeah, HoneyComb, SnowFlakes, Hexagonnaly symmetric Invertebrates (i.e. 6 Legged SeaStars), and Six-Sided Crystals (Rubies, sapphires, emeralds, etc) are all very rare in nature.
Yes, they are. At any random moment, survey your surroundings -- how many naturally occurring hexagons do you see?
Just because we can list examples of natural hexagonal objects, and even though these objects sometimes exist in localized areas in large numbers, doesn't change the fact that they are extremely rare. Most things at a m
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I think the line that summed it up from the linked story was "Most planetary scientists are not aware of how ubiquitous these sorts of patterns are in fluid dynamics."
This is in no way my field, and I certainly have no chops to do a proper proof of it, but as soon as it said hexagon, I thought "oh, so it's probably a deposit of ice then?"
Hmmm, what about this? (Score:2)
http://web.archive.org/web/20070207104840/http://info.fysik.dtu.dk/~tbohr/papers/Nonlinearitycover.pdf [archive.org]
Here's more... (Score:2)
http://www.princeton.edu/~aristoff/www/jump.htm [princeton.edu]
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Hexagons are rare in nature....
Not at a molecular level....
I wonder if fluid dynamics ( as it may or may not be applicable to a quantum electron cloud ) may be another way to look at the way molecules take their shapes?
Rather than think of valence bonds and such, but rather see it as a "blob" of energy that is doing something similar as these experiments show on a small level? The fact that the sides are geometric, is another form of discreet math, as shows up in string theory as well..
I am old and my brain
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Seen a Map of France lately?
Mystery? (Score:1, Flamebait)
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Just for starters...
Why has it persisted for so long?
Why is it red?
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Why is it so large?
Re:Mystery? (Score:5, Funny)
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Because if it was on Earth it'd cover everything. Just look at what happened to Mars!
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Do other massive storms on gas giants dissipate quickly?
Why is it red?
Is there something baffling about it being red? We may not know its exact composition, but it's hardly a "mystery".
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Sure doesn't beat the mystery of the G-spot.
There's no mystery, once you get past the smell you have it licked.
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I'd be curious to know how you can reach in there... Some tongue you must have :)
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Similar article from some years ago... (Score:4, Interesting)
Re:Similar article from some years ago... (Score:4, Informative)
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And here:
http://science.slashdot.org/article.pl?sid=07/04/26/1626245 [slashdot.org]
Duh! (Score:4, Funny)
SATURN HAS 6 CORNER (Score:5, Funny)
SIMULTANEOUS 6-DAY
TIME HEXAGON
IN ONLY 10.57 HOUR ROTATION
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Burma Shave?
YOU ARE EDUCATED STUPID (Score:2)
I am intrigued by your ideas and I wish to subscribe to your news-letter.
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$1,000.00 TO ANYONE WHO CAN DISPROVE THE HARMONIC HEXAGON.
( http://www.timecube.com/ [timecube.com] for anyone not getting the joke)
Chalker's Well World (Score:5, Funny)
"A giant hexagon encircling its north pole?"
Well, that sounds familiar:
"The team discovers a surface anomaly near the north pole of the planet, where a hexagonal hole appears for a brief interval every day. " [wikipedia.org]
I for one welcome... er, wonder where our Markovian Overlords went.
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Pffftt (Score:2, Funny)
Missing the obvious... (Score:4, Funny)
It's one of the valid places to move your Mech.
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It's one of the valid places to move your Mech.
Sorry, I think you have "Mech" confused with "Zig".
Similar Features in Mercury (Score:5, Informative)
Click on Activity 3 [mac.com].
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LOL, I had completely the wrong idea when I read your post. I was like "What bizarre hexagonal oscillations could have been seen on the planet Mercury?!"
Isn't this a dupe from 2007? (Score:4, Interesting)
Dupe? http://science.slashdot.org/story/07/04/26/1626245/Possible-Clue-On-Saturns-Hexagon?art_pos=3 [slashdot.org]
Someone needs to learn Photoshop. (Score:1)
Hexagons are natural and common (Score:1)
View tortoise shells and Devils Postpile National Monument.
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In this case, it's more like "Hexagon is stupid people's way of referring to any symmetric 6-lobed shape."
View a standing wave with periodicity of 6.
If it was a true hexagon, with perfect line segments, your explanation might be the obvious one (except that it's bogus), but nobody would be asking about the hexagon. They'd be asking what about Saturn's atmosphere makes features form in straight lines contrary to everything we know about fluid mechanics.
For the details of why you're wrong, consider a Dragonba
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Hmmm....
A regular hexagon of circumference C has an area A =~ 2.6(C/6)^2. A/C =~ 0.072*C
A circle of circumference C has an area A = pi ( C / 2pi)^2. A/C =~ 0.79*C
So, circles still win as far as "most area enclosed for least length of line".
I think tortoise shells are better explained by the fact that hexagons tile well. Tiling isn't really the issue with saturn; there's just the one.
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"Hexagon is nature's way of using the least length of line to enclose the most area."
Right, when circles aren't available.
i could have saved them a bunch of money (Score:3, Informative)
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UK catching up, only 11 years behind Denmark! (Score:2, Interesting)
Jesus this is getting ridiculous! When can Scandinavian scientists start to believe that UK/US researchers even scan their works before publishing? Its like Anders Celsius never existed!
http://iopscience.iop.org/0951-7715/12/1/001;jsessionid=B8281BB419A9613CD40649F803F5C666.c2 [iop.org]
Full disclosure: I am not Danish
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It's neither a recent phenomenon, nor confined to the hard sciences. For example, Adam Smith wrote The Wealth of Nations years after Anders Chydenius was writing about similar things.
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Jesus this is getting ridiculous! When can Scandinavian scientists start to believe that UK/US researchers even scan their works before publishing?
As soon as it stops being a source of paper-publishing gold!
Just a big snowflake (Score:2)
It is an interesting fact, no two multi-earth-sized snowflakes are identical.
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Primarily because you can't step in the same hexagon twice.
Another similar phenomena (Score:1)
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Ducking in fear of retaliation after voicing some quirky, offbeat, or specific humor hasn't been necessary since the general access to a means for free communication and a wide array of varied interestgroups finding eachother based on simularity, as very specific (eg. certain referencial) humor.
Get up buddy, make proud and bold quirky humor not everyone might get, there'll always be some people who'll love it and who will want to throw stuff at you. This is the age of free selfexpression with no cons
Von Karman (Score:1)
It looks like a radial Von Karman Vortex Street, typically seen for low Reynolds numbers for flow over a cylinder. To me it like a Lorentz transformation similar to electrical current going in circles creating a magnet, and vice versa.
Making symmetrical holes in water is easy (Score:3, Informative)