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- W2020766338 abstract "By use of Eliashberg equations the system of electrons and phonons with the Einstein spectrum ${ensuremath{alpha}}^{2}$(ensuremath{omega})F(ensuremath{omega})=(ensuremath{lambda}ensuremath{Omega}/2)ensuremath{delta}(ensuremath{omega}-ensuremath{Omega}) is studied. The orbital and paramagnetic upper critical magnetic fields are obtained in the case of strong electron-phonon coupling ensuremath{lambda} (including ensuremath{lambda}ensuremath{gg}1). For ensuremath{lambda}ensuremath{gg}1, superconducting parameters at very low temperatures differ remarkably from those near ${T}_{c}$; the crossover takes place at a temperature corresponding to the phonon frequency ensuremath{Omega}. For ensuremath{lambda}ensuremath{gtrsim}4, at temperatures below about ensuremath{Omega}/3 the superconducting correlation length decreases, giving the positive curvature in the temperature dependence of the upper critical field. The coefficients of the Ginzburg-Landau functional are calculated. The absolute value of the specific-heat jump grows with ensuremath{lambda} while its relative value drops. For ensuremath{lambda}ensuremath{gtrsim}4, the resistivity above ${T}_{c}$ increases linearly with temperature." @default.
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- W2020766338 date "1988-12-01" @default.
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- W2020766338 title "Properties of strong-coupled superconductors" @default.
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- W2020766338 doi "https://doi.org/10.1103/physrevb.38.11290" @default.
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