Superconductor classification explained
Superconductors can be classified in accordance with several criteria that depend on physical properties, current understanding, and the expense of cooling them or their material.
By their magnetic properties
- Type I superconductors: those having just one critical field (Hc) and changing abruptly from one state to the other when it is reached.
- Type II superconductors: having two critical fields, Hc1 and Hc2, being a perfect superconductor under the lower critical field (Hc1) and leaving completely the superconducting state to a normally conducting state above the upper critical field (Hc2), being in a mixed state when between the critical fields.
- Type-1.5 superconductors: multicomponent superconductors characterized by two or more coherence lengths.
By their agreement with conventional models
This criterion is useful as BCS theory has successfully explained the properties of conventional superconductors since 1957, yet there have been no satisfactory theories to fully explain unconventional superconductors. In most cases conventional superconductors are type I, but there are exceptions such as niobium, which is both conventional and type II.
By their critical temperature
77 K is used as the demarcation point to emphasize whether or not superconductivity in the materials can be achieved with liquid nitrogen (whose boiling point is 77K), which is much more feasible than liquid helium (an alternative to achieve the temperatures needed to get low-temperature superconductors).
By material constituents and structure
Most superconductors made of pure elements are type I (except niobium, technetium, vanadium, silicon, and the above-mentioned carbon allotropes).
- Ceramics (often insulators in the normal state), which include
- Cuprates i.e. copper oxides (often layered, not isotropic)
- The YBCO family, which are several yttrium-barium-copper oxides, especially YBa2Cu3O7. They are arguably the most famous high-temperature superconductors.
- Nicklates (RNiO2 R=Rare earth ion) where Sr-doped infinite-layer nickelate NdNiO2[1] undergo a superconducting transition at 9-15 K. In the family of Ruddlesden-Popper phase analog Nd6Ni5O12 (n=5) becomes superconducting at 13 K.[2] Note that this is not a complete list and is a topic of current research.
- Iron-based superconductors, including the oxypnictides.
- Magnesium diboride (MgB2), whose critical temperature is 39K,[3] being the conventional superconductor with the highest known temperature.
- non-cuprate oxides such as BKBO.
- Palladates – palladium compounds.[4] [5]
- others, such as the "metallic" compounds and which are both superconductors below .[6]
See also
Notes and References
- Li . Danfeng . Lee . Kyuho . Wang . Bai Yang . Osada . Motoki . Crossley . Samuel . Lee . Hye Ryoung . Cui . Yi . Hikita . Yasuyuki . Hwang . Harold Y. . August 2019 . Superconductivity in an infinite-layer nickelate . Nature . en . 572 . 7771 . 624–627 . 10.1038/s41586-019-1496-5 . 1476-4687.
- Pan . Grace A. . Ferenc Segedin . Dan . LaBollita . Harrison . Song . Qi . Nica . Emilian M. . Goodge . Berit H. . Pierce . Andrew T. . Doyle . Spencer . Novakov . Steve . Córdova Carrizales . Denisse . N’Diaye . Alpha T. . Shafer . Padraic . Paik . Hanjong . Heron . John T. . Mason . Jarad A. . February 2022 . Superconductivity in a quintuple-layer square-planar nickelate . Nature Materials . en . 21 . 2 . 160–164 . 10.1038/s41563-021-01142-9 . 1476-4660. 2109.09726 .
- Superconductivity at 39 K in magnesium diboride . Jun Nagamatsu, Norimasa Nakagawa, Takahiro Muranaka, Yuji Zenitani and Jun Akimitsu . . 410 . 63–64 . 1 Mar 2001 . 10.1038/35065039 . 11242039 . 6824 . 2001Natur.410...63N . 4388025 .
- News: Optimizing Superconductivity: From Cuprates via Nickelates to Palladates . 2023 . 10.1103/PhysRevLett.130.166002 . Kitatani . Motoharu . Si . Liang . Worm . Paul . Tomczak . Jan M. . Arita . Ryotaro . Held . Karsten . Physical Review Letters . 130 . 16 .
- News: Palladium-based compounds may be the superconductors of the future, scientists say .
- Superconductivity of Hg3NbF6 and Hg3TaF6 . 1983 . W.R. Datars, K.R. Morgan and R.J. Gillespie . Phys. Rev. B . 28 . 9 . 5049–5052 . 10.1103/PhysRevB.28.5049 . 1983PhRvB..28.5049D .