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Bounds on Superconducting Properties in Eliashberg Theory
Abstract We establish bounds on some of the properties of an Eliashberg superconductor. It is shown that the normalized specific heat jump at Tc and the thermodynamic critical field deviation function, are bounded above by a value not much greater than is observed in some known superconductors. Also, a lower limit exists for the dimensionless ratio γ(0)T c 2 /H c 2 (0). Here γ(0) is the Sommerfeld constant, Tc is the critical temperature and Hc(0) the zero temperature thermodynamic critical field. On the other hand, the ratio of twice the gap edge to Tc can rise to 11.5 and the reduced upper critical magnetic field in the clean limit to 1.5. Finally, some results are presented for the very strong coupling limit by which we mean that Tc is taken to be comparable in size to a typical phonon energy.
Bounds on Superconducting Properties in Eliashberg Theory
Abstract We establish bounds on some of the properties of an Eliashberg superconductor. It is shown that the normalized specific heat jump at Tc and the thermodynamic critical field deviation function, are bounded above by a value not much greater than is observed in some known superconductors. Also, a lower limit exists for the dimensionless ratio γ(0)T c 2 /H c 2 (0). Here γ(0) is the Sommerfeld constant, Tc is the critical temperature and Hc(0) the zero temperature thermodynamic critical field. On the other hand, the ratio of twice the gap edge to Tc can rise to 11.5 and the reduced upper critical magnetic field in the clean limit to 1.5. Finally, some results are presented for the very strong coupling limit by which we mean that Tc is taken to be comparable in size to a typical phonon energy.
Bounds on Superconducting Properties in Eliashberg Theory
Carbotte, J. P. (Autor:in)
Novel Superconductivity ; 73-81
01.01.1987
9 pages
Aufsatz/Kapitel (Buch)
Elektronische Ressource
Englisch
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