-
There are a variety of order states in iron-based pnictides, such as electronic nematic phase, spin density wave, and so on, which leads to plenty of novel physical phenomena. The measurements of transport properties can provide extremely useful information for understanding of the low-energy excitations of iron-based superconductors. Due to the multi-band electronic structure in iron-based pnictides, the temperature dependence of resistivity and Hall coefficient varies with different systems, however, there are no evidence for the pseudo-gap opening in the normal state which is a common feature in underdoped high-
$T_{\rm{c}}$ cuprates. In the hole-doped iron-based superconductors, the Hall coefficient changes its sign in low temperatures, and meanwhile the resistivity shows a broad hump in the same temperature range. Such a behavior is proposed as a crossover from incoherent to coherent transport. The Seebeck coefficients of iron-based superconductors also show remarkable differences from the cuprates. In iron-based superconductors, the absolute value of Seebeck coefficients in the normal state becomes the largest at the optimally doping point with highest$T_{\rm{c}}$ , which is probably related to the strong inter-band scattering. The Nernst effect in the normal state of iron-based superconductors indicates that superconducting phase fluctuations is not obvious above$T_{\rm{c}}$ , which is also significantly different from the cuprates. These unusual thermoelectric properties observed in iron-based superconductors have not been observed in the nickel-based pnictide superconductors with the analogous structure, i.e., LaNiAsO, and the nickel-based superconductors behave more like a usual metal. All these results above illustrate that these unusual transport properties of iron-based superconductors are inherently associated with their high temperature superconductivity, and these factors should be taken into account in the theory on its superconducting mechanism.-
Keywords:
- iron-based superconductors /
- Transport properties /
- thermoelectric effect /
- quantum critical fluctuations
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-
图 3 (a) 样品SmFe1–xCoxAsO随温度变化的热电势, (b) 热电势绝对值及超导转变温度随掺杂浓度的变化[45]
Figure 3. (a) The temperature dependence of Seebeck coefficients for SmFe1–xCoxAsO, (b) Doping dependence of thermopower, |S(300 K)|, |S'(300 K)| and superconducting transition temperature
$T^{\rm{mid}}_{{\rm{c}}}$ for SmFe1–xCoxAsO samples[45] -
[1] Kamihara Y, Watanabe T, Hirano M, Hosono H 2008 J. Am. Chem. Soc. 130 3296Google Scholar
[2] Nakayama K, Miyata Y, Phan G N, Sato T, Tanabe Y, Urata T, Tanigaki K, Takahashi T 2014 Phys. Rev. Lett. 113 237001Google Scholar
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[5] Dong X L, Jin K, Yuan D D, Zhou H X, Yuan J, Huang Y L, Hua W, Sun J L, Zheng P, Hu W, Mao Y Y, Ma M W, Zhang G M, Zhou F, Zhao Z X 2015 Phys. Rev. B 92 064515Google Scholar
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[9] Wang Z C, He C Y, Wu S Q, Tang Z T, Liu Y, Ablimit A, Feng C M, Cao G H 2016 J. Am. Chem. Soc. 138 7856Google Scholar
[10] Klauss H H, Luetkens H, Klingeler R, Hess C, Litterst F J, Kraken M, Korshunov M M, Eremin I, Drechsler S L, Khasanov R, Amato A, Hamann-Borrero J, Leps N, Kondrat A, Behr G, Werner J, Büchner B 2008 Phys. Rev. Lett. 101 077005Google Scholar
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[33] Malinowski P, Jiang Q, Sanchez J J, Mutch J, Liu Z, Went P, Liu J, Ryan P J, Kim J W, Chu J H 2020 Nat. Phys. 16 1189
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[35] Tanatar M A, Böhmer A E, Timmons E I, Schütt M, Drachuck G, Taufour V, Kothapalli K, Kreyssig A, Bud'ko S L, Canfield P C, Fernandes R M, Prozorov R 2016 Phys. Rev. Lett. 117 127001Google Scholar
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[37] Iida K, Grinenko V, Kurth F, Ichinose A, Tsukada I, Ahrens E, Pukenas A, Chekhonin P, Skrotzki W, Teresiak A, Hühne R, Aswartham S, Wurmehl S, Mönch I, Erbe M, Hänisch J, Holzapfel B, Drechsler S L, Efremov D V 2016 Sci. Rep. 6 1Google Scholar
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[41] Xu N, Richard P, Shi X, van Roekeghem A, Qian T, Razzoli E, Rienks E, Chen G F, Ieki E, Nakayama K, Sato T, Takahashi T, Shi M, Ding H 2013 Phys. Rev. B 88 220508Google Scholar
[42] Hayes I M, Maksimovic N, Lopez G N, Chan M K, Ramshaw B, McDonald R D, Analytis J G 2020 Nat. Phys. 10.1038/s41567-020-0982-x
[43] Obertelli S, Cooper J, Tallon J 1992 Phys. Rev. B 46 14928Google Scholar
[44] Tallon J L, Bernhard C, Shaked H, Hitterman R, Jorgensen J 1995 Phys. Rev. B 51 12911Google Scholar
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