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Physicists May Be One Step Closer To Explaining High-Temp Superconductivity
sciencehabit writes For years some physicists have been hoping to crack the mystery of high-temperature superconductivity—the ability of some complex materials to carry electricity without resistance at temperatures high above absolute zero—by simulating crystals with patterns of laser light and individual atoms. Now, a team has taken—almost—the next-to-last step in such 'optical lattice' simulation by reproducing the pattern of magnetism seen in high-temperature superconductors from which the resistance-free flow of electricity emerges.
superconductors, not semiconductors, genius.
Superconductive materials have 0 resistance which means there is no energy lost to heat.
As for how easy these temperatures are to hold, see your local hospital and ask them how easy it is for them to maintain their MRI machine's superconductive magnets.
What understanding the underlying properties of super conductive materials allows is for us to perhaps engineer some meta-materials that hold such properties at room temperature.
Remember the assumptions of Thermodynamics?
The System is continuous. There are no scale, quantum, or relativistic effects.
The laws of thermodynamics are relevant only within a narrow range of physical phenomena, which we have gotten out of.
I think you may have misread a bit - cheap liquid nitrogen boils at 77K, making it ideal for pre-cooling/outer jacket cooling. Most superconductors on the other hand only work their magic at substantially colder temperatures, which require much more expensive liquid helium cooling (liquid He is 100s of times more expensive, as I recall).
High temperature superconductors are those which operate at temperatures above 30K, with the highest I could find reference to operating at 138K - a range which could easily operate with only liquid nitrogen cooling. Such materials start to open the door to realistic superconducting power distribution, etc, but only in a few very specific cases - it's still radically more expensive than normal conductive wire after all. If we manage another 100K or so jump in superconducting temperature we'd start to get into the range of more traditional cooling systems, even if it's still well below freezing (273.15K). At that point the costs for cooling drop enough that superconductors would start to be attractive for a much wider range of applications.
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