Sunday, April 08, 2007

Supersolid He not so super after all?

For the past couple of years I was one of those people who are quite fascinated with the story of supersolid He. It's one of those things where the physics is really intriguing and beautiful, but experiments are relatively easy to understand, even though they are technically quite challenging.

Basic idea: if you take a bucket, fill it with water and spin it around its axis, water will contribute to moment of inertia (the technique is called "torsional oscillator" and is similar to pendulum, except one uses rotation instead of lateral motion). If instead of water you use He and cool the system down, at some point the contribution from He vanishes as it becomes superfluid (through a process known as Bose-Einstein condensation). This is a well-known phenomena - but what Moses Chan and group at Penn State have discovered in 2004 is that the same effect can be seen for solid He, which can be obtained by applying a relatively modest pressure at low temperatures.

One possible and exciting explanation is that solid He "flows" without resistance, therefore becoming "super"-solid.

The results were somewhat controversial - for a while everyone was waiting for other groups to reproduce the effect, and a lot of people talked about Moses getting a Nobel Prize for this work. The findings of Chan were then reproduced by other groups, but details were a bit murky - some groups reported that annealing of crystals made the effect go away, implying that disorder plays a crucial role. This contradicted Chan's claims that the annealing either did not have much of an effect or made things worse.

To give you an idea of difficulty of such experiments - only about 2% of solid He turns "supersolid", and if you adjust for overall torsional oscillator setup, it corresponds to 0.4% drop in moment of inertia. The effect is most pronounced at temperatures below 100mK and requires pressures > 25 bar to get He into solid phase. Solid He has consistency comparable to that of butter at these conditions, so it is not solid in the way we think of most rocks or metals.

The role of defects, such as grain boundaries, is a crucial - as pointed out by several people, most materials pre-melt, that is form a fluid-like layer coating the surface of a crystal well below bulk melting point. This surface melting is the reason why we can enjoy skating on ice, skiing and other wintertime activities (and not pressure-induced lowering of melting point, as is erroneously taught sometimes). Surface melting occurs because molecules at the boundaries of a crystal are more prone to disorder.

So could supersolid behavior be due to the pre-melting at the grain boundaries, and flowing of the superfluid component, rather than true supersolid effect?

Chan and coworkers attempted to answer this by confining He in a vycor glass - a randomly porous matrix, which will effectively increase the amount of disorder by increasing surface-to-volume ratio - and they have not seen much change in the observed supersolid fraction.

On the other hand, it was always puzzling why there was no pressure-induced flow that one would expect, and only torsional oscillator experiment yielded positive results.

So the whole state of affairs was quite messy and confusing for a while.

For more details go to KITP collection of talks on this very topic from early 2006.
As you can see, a talk by Greg Dash, an expert on pre-melting, casts some doubt on Chan's results by arguing that this could be a rather benign and well-known premelting at grain boundaries.

Later last year some theorists added more fuel to the fire by claiming that theoretically one would not expect to see the supersolid effects under conditions where it was seen.

And now a report in Science from recent APS meeting in Denver claims scientists have reached a consensus that the effect is indeed due to flow at grain boundaries, and not supersolidity.
It was a little strange to see theorists getting lions share of credit - from where I sit it seemed like experimentalists who did annealing experiments, including Chan himself but also groups in France (Balibar) and Canada, in addition to premelting experts like Dash who I thought should get most of the credit for bringing consensus - especially as theorists could not agree on what the real effect - for example a recent paper in Nature Physics by Phil Anderson claims that supersolidity in He is vortex fluid effect.

5 comments:

Anonymous said...

As someone active in the field, I want to make one point clear: despite the role of defects the flow is super; that is, it is it behaves in the way an ordinary superfluid would in at least several respects. So even if it is carried by defects/along faults in the crystal, it is still a superflow, and not just the usual flow due to defects (this latter flow obeys laws more akin to a normal fluid).

What effects indicate the flow has earned the right to be called super:
(1) Probably most strikingly, it is irrotational. That is, the flow that develops has no vorticity in the sample. This gives rise to the mass drop in the torsional oscillator experiments, and explains why the blocking of the annulus gives the factor of ~70 decrease of signal, but not a complete decrease).
(2) In Balibar's experiments, the time dependence of the flow is consistent with superflow and not with ordinary plastic flow along defects.
(3) The torsional oscillator data shows critical velocities. Experiments at different frequencies, etc., have shown that not only is their this critical drop in apparent supersolid fraction, it really is a critical velocity and not a critical displacement or critical frequency as expected from many other theories.

So to re-iterate my point: okay, we agree that the flow clearly requires defects. But this does not mean that the system isn't a supersolid. Is the fact that a perfect crystal (translational periodicity) coexists with superflow what people find so fascinating about this? I think not so much; instead, I think it is the fact that a rigid object also has superflow. And despite the lack of perfect periodicity, the helium is still rigid.

Honestly, if you had something the consistency of window glass or so, and you found that it conducted superflow, would you really argue that it doesn't deserve the title supersolidity or that it is somehow less deserving of the title than superflow in, say, a metal? I don't think so. Put another way, the only way that a supersolid doesn't deserve the name is if amorphous solids don't deserve the name solid.

Anyways, the picture I have painted is more or less the consensus that has been reached among researchers in the field. Also, I think that superflow along crystalline defects is equally fascinating -- if theoretically messier -- than superflow in a perfect crystal.

i prefer vapors said...

Thanks for the summary, and also to whoever wrote the first comment. I'm a postdoc in experimental BEC stuff, and have had a hard time figuring out just what the state of affairs with this work is at an appropriate level, and this really hit the spot.

Doug Natelson said...

Thanks for the post and the first comment! Very interesting. I'd always found the lack of an annealing effect in Moses' experiments to be rather persuasive - does he understand why his earlier experiments showed no detectable annealing reduction in superflow, while his more recent experiments do?

Incoherent Ponderer said...

thanks for a comment.

I think there are two main summaries:
1. the effect (drop in moment of interia at low T) is real
2. the physics is fascinating, regardless of underlying physics

the experimental state of affairs appears quite a bit messy and difficult to follow, even though it's only been a couple of years. Hopefully things get clearer in the near future.

Anonymous said...

SuperSolid is actually Superfluid! and we can prove that! wait until August 2008. We will present our new results at LT25.