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Thermodynamics of the CaLi2 Superconductor in the Vicinity of Structural Phase Transition

Thermodynamics of the CaLi2 Superconductor in the Vicinity of Structural Phase Transition
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摘要 Eliashberg formalism is used to investigate the thermodynamic properties of the high-pressure superconducting phase of the CaLi2 compound. In particular, our calculations are conducted in the vicinity of the C2/c → P21/c pressure-induced structural phase transition. We show that, in the considered case, the value of the Coulomb pseudopotential is high and equals 0.26. Moreover, we give the analysis of the thermodynamic parameters such as the superconducting transition temperature (Tc), the energy gap at the Fermi level (2Δ(0)), the thermodynamic critical field (He), and the specific heat of superconducting (C^S) and normal (C^N) states. We emphasize that the characteristic dimensionless ratios RΔ=2A(0)/kBTc, RH = TcC^N(Tc)/Hc^2(0), and Rc = ΔC(Tc)/C^N(Tc), have values that are beyond the predictions of the BCS theory in the case of the considered material. In particular, RΔ = 3.85, RH = 0.161, and Rc= 1.86. Furthermore, it is proved that the effective electron mass is high and equals 2.02me, where me denotes the bare electron mass. Eliashberg formalism is used to investigate the thermodynamic properties of the high-pressure superconducting phase of the CaLi2 compound. In particular, our calculations are conducted in the vicinity of the C2/c → P21/c pressure-induced structural phase transition. We show that, in the considered case, the value of the Coulomb pseudopotential is high and equals 0.26. Moreover, we give the analysis of the thermodynamic parameters such as the superconducting transition temperature (Tc), the energy gap at the Fermi level (2Δ(0)), the thermodynamic critical field (He), and the specific heat of superconducting (C^S) and normal (C^N) states. We emphasize that the characteristic dimensionless ratios RΔ=2A(0)/kBTc, RH = TcC^N(Tc)/Hc^2(0), and Rc = ΔC(Tc)/C^N(Tc), have values that are beyond the predictions of the BCS theory in the case of the considered material. In particular, RΔ = 3.85, RH = 0.161, and Rc= 1.86. Furthermore, it is proved that the effective electron mass is high and equals 2.02me, where me denotes the bare electron mass.
出处 《Chinese Physics Letters》 SCIE CAS CSCD 2014年第8期147-150,共4页 中国物理快报(英文版)
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