Thursday, December 05, 2013 ... Français/Deutsch/Español/Česky/Japanese/Related posts from blogosphere

Hexagonal shape of Saturn's vortex

Saturn's hexagon (a long-term storm near the North Pole) has been known to exist at least since 1988. See also TRF 2007.

NASA's Cassini mission has just revealed this picture of the six-sided jet stream.

Is the nonlinear mechanism behind this bizarre, seemingly artificial shape of the vortex/soliton theoretically understood? Is there some literature about it? Independently, do you have an explanation yourself? That's also a question I asked on Physics Stack Exchange now.

I can imagine an explanation in terms of the same mechanisms that would explain the circular shape – but with some extra terms that try to repel the extrinsic curvature of the boundary of the soliton from the value associated with the disk shape. Effectively, the curvature radius of the boundary could prefer to be either close to the huge curvature radius near the near-straight sides; or the much shorter radius near the vertices. Would it actually work? Can these terms be naturally generated by the dynamics?

Or do we have to postulate extraterrestrial aliens who built their U.S. Department of Defense plus 20% on their North Pole?

P.S.: Someone posted an answer that the shape was recreated in the lab. Nice. What about theorists, can they explain this easy-to-formulate pattern?

Add to Digg this Add to reddit

snail feedback (4) :

reader Michal Deák said...

I have seen this article some time ago about this It seems that they reproduced the shape in a lab experiment.

reader Rehbock said...

Off Topic

reader AJ said...

My guess is that they're Rossby Waves. From Wikipedia:

"In planetary atmospheres, they are due to the variation in the Coriolis effect with latitude."

"Most work on Rossby waves has been done on those in Earth's atmosphere. Rossby waves in the Earth's atmosphere are easy to observe as (usually 4-6) large-scale meanders of the jet stream."

reader docatomic said...

looks like Saturn is somehow 'Higgs-ing' O(2) down to D6...i.e. the dimension 6 dihedral group.