Heavy fermion superconductor
Heavy fermion superconductors are a type of unconventional superconductor.
The first heavy fermion superconductor, CeCu2Si2, was discovered by Frank Steglich in 1978.[1]
Since then over 30 heavy fermion superconductors were found (in materials based on Ce, U), with a critical temperature up to 2.3 K (in CeCoIn5).[2]
| Material | TC (K) | comments | original reference |
|---|---|---|---|
| CeCu2Si2 | 0.7 | first unconventional superconductor | [1] |
| CeCoIn5 | 2.3 | highest TC of all Ce-based heavy fermions | [2] |
| CePt3Si | 0.75 | first heavy-fermion superconductor with non-centrosymmetric crystal structure | [3] |
| CeIn3 | 0.2 | superconducting only at high pressures | [4] |
| UBe13 | 0.85 | p-wave superconductor | [5] |
| UPt3 | 0.48 | several distinct superconducting phases | [6] |
| URu2Si2 | 1.3 | mysterious 'hidden-order phase' below 17 K | [7] |
| UPd2Al3 | 2.0 | antiferromagnetic below 14 K | [8] |
| UNi2Al3 | 1.1 | antiferromagnetic below 5 K | [9] |
Heavy fermion materials are intermetallic compounds, containing rare earth or actinide elements. The f-electrons of these atoms hybridize with the normal conduction electrons leading to quasiparticles with an enhanced effective mass.Template:Citation needed
From specific heat measurements one knows that the Cooper pairs in the superconducting state are also formed by the heavy quasiparticles.[10] In contrast to normal superconductors it cannot be described by BCS theory. Due to the large effective mass,[11] the Fermi velocity is reduced and comparable to the inverse Debye frequency. This leads to the failing of the picture of electrons polarizing the lattice as an attractive force.Template:Citation needed
Some heavy fermion superconductors are candidate materials for the Fulde-Ferrell-Larkin-Ovchinnikov (FFLO) phase.[12] In particular there has been evidence that CeCoIn5 close to the critical field is in an FFLO state.[13]
References
- ↑ 1.0 1.1 Template:Cite journal
- ↑ 2.0 2.1 Template:Cite journal
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- ↑ Neil W. Ashcroft and N. David Mermin, Solid State Physics
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