Physicists announce graphene’s latest cousin: stanene
nature.com
nature.com
1. They have 0 resistance.
2. They have Meissner effect [1].
Being a topological insulator and only conducting along the edges I think (2) is not possible for this material. It's not like it makes it any less interesting.
[1] https://en.wikipedia.org/wiki/Carbon_nanotube#Electrical_pro...
It's also what makes Pepto Bismol pink.
http://www.popsci.com/diy/article/2012-07/gray-matter-extrac...
Yeah, that's Faraday saying anti-gravity might exist, if he could only unify it with more encompassing lines of force. Note that the "hehe" is my aside. I love the part where he says "your words are weighty". :) The man was funny!
As a layman I interpret this as the material not having any resistance. If it does have resistance, what is that resistance generating if not heat? What happens if I put 200 amps through a thin stand of it?
That this is the intended meaning is clear from the later wording "... being able to conduct electricity without generating any waste heat".
> What happens if I put 200 amps through a thin stand of it?
That's a good question. Even if a material can carry some small current with apparently zero R, that doesn't mean the same R value applies at a high current. It could be non-ohmic, that is.
200 amps proportional to an amount of work, measured in watts. If the wire demands less work, but you expend a constant amount of work, you'll just be sending that many more electrons to the other side of the wire. Like hitting a baseball with a baseball bat in fresh air, as opposed to under water.
I guess that means it's a super conductor, or maybe just a really good conductor? Did they say zero resistance, or only very low resistance?
Second, the amount of watts going through a wire is not at all the same as the amount of watts being dissipated/expended in a wire. You're assuming that it's being used as a space heater, and it's not. The baseball is going through a very thin or empty environment and 99+% of the energy is still there at the other end.
https://en.m.wikipedia.org/wiki/Landauer%27s_principle https://en.m.wikipedia.org/wiki/Reversible_computing
FYI - Ballistic conduction is _not_ super conductivity, as the electrons haven't paired up to form Cooper pairs via a phonon lattice distortion, the current carriers are not bosons, and doesn't display most of the other characteristics of superconductivity (eg Meissner effect).
https://en.m.wikipedia.org/wiki/Ballistic_conduction https://en.m.wikipedia.org/wiki/Conductance_quantum
I'll try to add a link to the actual modeling paper later today, sorry but out of time right now.