Is it “only” better transport of electricity, or would completely new things become possible?
Is it “only” better transport of electricity, or would completely new things become possible?
Magnetic levitation (Meissner-Ochsenfeld) would also not require such low temperatures.
Even Quantum computing using superconducting qubits might become easier (although there, superconductivity is not the main reason for low temperatures).
"Only" better conductivity is a big deal, after all.
[0]https://www.powermag.com/superconductor-motor-for-navy-passe...
There are many limits in current HTS-- like it's hard to build coils out of brittle ceramics-- so having alternatives would be very useful, so perhaps that's what you meant?
Even Niobium-tin only gets there via clever manufacturing techniques (e.g. the internal-tin process; https://en.wikipedia.org/wiki/Niobium%E2%80%93tin#Niobium_ti... ).
Is ductile HTS a major research target too, or even believed to be possible? Or is the hope that by studying RTS' we'll stumble into something that can be manufactured by chance or gain some deeper understanding of their behavior that let us design more useful materials? It seems the media spills the most ink on room temp but I agree than LN2 temp but able to be formed would be more important-- I think if YBCO worked at -70C it still would not see that much commercial use.
This article[3] goes into some of the advantages of a less restrictive setup, but the laser-pumped sensors they rely on still require a lot of additional hardware.
[1]: https://en.wikipedia.org/wiki/SQUID
[2]: https://en.wikipedia.org/wiki/Magnetoencephalography
[3]: https://hebergement.universite-paris-saclay.fr/supraconducti...
It could likely be done with ordinary cables, but the power loss would be significant.
if anyone knows better I would like to know why or why not this is an possibility
Erasing bits consumes power. You'll probably want to start investigating conservative logic:
>Conservative logic is a comprehensive model of computation which explicitly reflects a number of fundamental principles of physics, such as the reversibility of the dynamical laws and the conservation of certain additive quantities (among which energy plays a distinguished role). Because it more closely mirrors physics than traditional models of computation, conservative logic is in a better position to provide indications concerning the realization of high-performance computing systems, i.e., of systems that make very efficient use of the "computing resources" actually offered by nature. In particular, conservative logic shows that it is ideally possible to build sequential circuits with zero internal power dissipation
https://www.cs.princeton.edu/courses/archive/fall06/cos576/p...
...and also reversible computation:
https://spectrum.ieee.org/the-future-of-computing-depends-on...
I very much doubt room temperature superconductors would ever be used in consumer electronics. They probably wouldn't even be widely used in data centers outside of truly cutting edge "no expense spared" systems.
From the top my head, most power is dissipated in switching, then leakage (for that we would actually need higher resistance in the transistors) and only then resistive losses in powerlines.
Interesting, I stand corrected then!
The big problem in fusion is containing and shaping the plasma without any instabilities. If we had room-temperature superconductors, the smallest current through a superconducting magnet would generate a very large magnetic field, enough to shape any plasma.