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Chin. Phys. B, 2018, Vol. 27(7): 077101    DOI: 10.1088/1674-1056/27/7/077101
Special Issue: TOPICAL REVIEW — SECUF: Breakthroughs and opportunities for the research of physical science
TOPICAL REVIEW—SECUF: Breakthroughs and opportunities for the research of physical science Prev   Next  

Quantum oscillation measurements in high magnetic field and ultra-low temperature

Pu Wang(王瀑)1,2, Gang Li(李岗)1,2, Jian-Lin Luo(雒建林)1,2
1 Beijing National Laboratory for Condensed Matter Physics, Institute of Physics, Chinese Academy of Sciences, Beijing 100190, China;
2 School of Physical Sciences, University of Chinese Academy of Sciences, Beijing 100190, China
Abstract  The physical properties of a solid are determined by the electrons near the Fermi energy and their low-lying excitations. Thus, it is crucially important to obtain the band structure near the Fermi energy of a material to understand many novel phenomena that occur, such as high-Tc superconductivity, density waves, and Dirac-type excitations. One important way to determine the Fermi surface topology of a material is from its quantum oscillations in an external magnetic field. In this article, we provide a brief introduction to the substation at the Synergetic Extreme Condition User Facility (SECUF), with a focus on quantum oscillation measurements, including our motivation, the structure of and the challenges in building the substation, and perspectives.
Keywords:  Quantum oscillation measurements      Fermi surface      superconducting magnet  
Received:  06 March 2018      Revised:  25 April 2018      Accepted manuscript online: 
PACS:  71.18.+y (Fermi surface: calculations and measurements; effective mass, g factor)  
  07.20.Mc (Cryogenics; refrigerators, low-temperature detectors, and other low-temperature equipment)  
  07.55.Db (Generation of magnetic fields; magnets)  
Corresponding Authors:  Jian-Lin Luo     E-mail:  jlluo@iphy.ac.cn

Cite this article: 

Pu Wang(王瀑), Gang Li(李岗), Jian-Lin Luo(雒建林) Quantum oscillation measurements in high magnetic field and ultra-low temperature 2018 Chin. Phys. B 27 077101

[1] Springford M, Challis L J and Karow H U 1998 The Scientific Case for a European Laboratory for 100 Tesla Science, ESF Studies report (Strasbourg:Europe Science Fondation)
[2] National Research Council 2005 Opportunities in High Magnetic Field Science (Washington, DC:the National Academies Press)
[3] National Research Council 2013 High Magnetic Field Science. Its application in the United States:Current Status, Future Directions (Washington, DC:the National Academies Press)
[4] Li L, Checkelsky J G, Hor Y S, Uher C, Hebard A F, Cava R J and Ong N P 2008 Science 321 547
[5] Levy F, Sheikin I, Grenier B and Huxley A D 2005 Science 309 1343
[6] Konoike T, Uji S, Terashima T, Nishimura M, Yasuzuka S, Enonoto K, Fujiwara F, Zhang B and Kobayashi H 2004 Phys. Rev. B 70 094514
[7] Shoengerg D 1984 Magnetic Oscillations in Metals (Cambridge:Cambridge University Press)
[8] Singleton J 2001 Band Theory and Electronic Properties of Solids (New York:Oxford University Press)
[9] Coldea A I 2010 Phil. Trans. R. Soc. A 368 3503
[10] Yoshida T, Hashimoto M, Vishik I M, Shen Z X and Furimori A 2012 JPSJ. 81 011006
[11] Doiron-Leyraud N, Proust C, LeBoeuf D, Levallois J, Bonnemaison J B, Liang R X, Bonn D A, Hardy W N and Taillefer L 2007 Nature 447 565
[12] Sebastian S E and Proust C 2015 Annu. Rev. Condens. Matter Phys. 6 411
[13] Bergemann C, Brooks J S, Balicas L, Mackenzie A P, Julian S R, Mao Z Q and Maeno Y 2001 Physica B:Condensed Matter 294 371
[14] Bergemann C, Mackenzie A P, Julian S R, Forsythe D and Ohmichi E 2003 Adv. Phys. 52 639
[15] Li G, Xiang Z J, Yu F, Asaba T, Lawson B, Cai P, Tinsman C, Berkely A, Wolgast S, Eo Y S, Kim D J, Kurdak C, Allen J W, Sun K, Chen X H, Wang Y Y Fisk Z and Li L 2014 Science 346 1208
[16] https://nationalmaglab.org/magnet-development/magnet-science-technology/magnet-projects/32-tesla-scm
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