2017
DOI: 10.1007/s10948-017-4419-4
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Compressed H3S, Superfluid Density and the Quest for Room-Temperature Superconductivity

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Cited by 8 publications
(8 citation statements)
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“…Table III leaded us to an important finding that both nearroom-temperature superconductors have very large fluctuations of the order parameter amplitude, which, in some scenarios, have characteristic temperatures, Tfluc,amp, of only about 15% above observed transition temperature, Tc. This is similar to cuprates and pnictides which have large fluctuations of order parameter phase [57,62] (which causes the suppression of the observed Tc by about 30% from its mean-field value, − [57,62]).…”
Section: Thermodynamic Fluctuations In Compressed Lah10supporting
confidence: 63%
See 1 more Smart Citation
“…Table III leaded us to an important finding that both nearroom-temperature superconductors have very large fluctuations of the order parameter amplitude, which, in some scenarios, have characteristic temperatures, Tfluc,amp, of only about 15% above observed transition temperature, Tc. This is similar to cuprates and pnictides which have large fluctuations of order parameter phase [57,62] (which causes the suppression of the observed Tc by about 30% from its mean-field value, − [57,62]).…”
Section: Thermodynamic Fluctuations In Compressed Lah10supporting
confidence: 63%
“…In our recent paper [14], we deduced (0) in H3S more accurately in comparison with values we used to calculate , ℎ and , in our previous papers [57,62]. By taking in account that H3S exhibits  = 88-105 [57,62,65], we revisited , ℎ and , at two applied pressures of P = 155 GPa and 160 GPa (Table III) To calculate , ℎ and , (Eqs. 36,37) for compressed LaH10 there is a need to make an assumption about the value for Ginzburg-Landau parameter, .…”
Section: Thermodynamic Fluctuations In Compressed Lah10mentioning
confidence: 91%
“…As we mentioned in our previous papers [12,13,46,47], first principles calculations [39,48,49] always provide -values near 5, which is the very strong-coupling limit for s-wave symmetry (also note that other superconducting gap symmetries have weak-coupling limits of  ~ 5 [50][51][52]).…”
Section: Thh9 (P = 170 Gpa) In Uemura Plotmentioning
confidence: 66%
“…Semenok et al [44] reported the discovery of a high-temperature superconducting phase of ThH 9 at P=170 GPa which exhibits P6 3 /mmc crystallographic symmetry and superconducting transition temperature of T c =146 K. They also performed first principles calculations and deduced the effective mass in this superconductor: As we mentioned in our previous papers [12,13,46,47], first principles calculations [39,48,49] always provide α-values near 5, which is the very strong-coupling limit for s-wave symmetry (also note that other superconducting gap symmetries have weak-coupling limits of α∼5 [50][51][52]). Despite the orthodox view, several new, alternative, approaches were developed to explain NRT superconductivity in compressed hydrides: Hirsch and Marsiglio [53], Souza and Marsiglio [54], Harshman and Fiory [55], as well as Kaplan and Imry [56].…”
Section: Thh 9 (P=170 Gpa) In Uemura Plotmentioning
confidence: 89%
“…It should be noted, that as we already mentioned in our previous papers [15,16,37,38], that first principles calculations [31,35,36,[39][40][41] always provide -values near 5, which is the range of very strong-coupling limit for s-wave symmetry (it should be noted that other superconducting gap symmetries have weak-coupling limits of  ~ 5 [42][43][44]).…”
Section: Thh9 (P = 170 Gpa) In Uemura Plotmentioning
confidence: 85%