Time-reversal symmetry breaking? (reply)

被引:0
|
作者
Juan C. Campuzano
Adam Kaminski
Stephan Rosenkranz
Helen M. Fretwell
机构
[1] Argonne National Laboratory,Department of Physics
[2] University of Illinois at Chicago,undefined
来源
Nature | 2004年 / 431卷
关键词
D O I
暂无
中图分类号
学科分类号
摘要
Kaminski et al. reply- There are two components of the circular dichroism (CD) signal in angle-resolved photoemission (ARPES) measurements. One is always present in crystals, regardless of any time-reversal symmetry considerations. This component, which we refer to as ‘geometric’, is antisymmetric about any symmetry plane of the crystal, and is therefore zero at that plane. But in underdoped samples of the high-temperature superconductor Bi2212, we find another component, which is non-zero at the symmetry plane below the pseudogap temperature. We attribute that component to time-reversal symmetry breaking. The objections of Borisenko et al.1 comprise three main points: the circular dichroism that we observe at the mirror plane2 is due to the superstructure of the Bi–O layer; our momentum accuracy is not as we stated; and the absence of dichroism in overdoped samples is due to a weaker influence of the superstructure because of an increased Fermi surface volume compared with underdoped samples.
引用
收藏
页码:2 / 3
页数:1
相关论文
共 50 条
  • [21] Spontaneous time-reversal symmetry breaking by disorder in superconductors
    Andersen, Brian M.
    Kreisel, Andreas
    Hirschfeld, P. J.
    [J]. FRONTIERS IN PHYSICS, 2024, 12
  • [22] Search for time-reversal symmetry breaking in unconventional superconductors
    Kapitulnik, Aharon
    Xia, Jing
    Schemm, Elizabeth
    [J]. PHYSICA B-CONDENSED MATTER, 2009, 404 (3-4) : 507 - 509
  • [23] Spectroscopic signatures of time-reversal symmetry breaking superconductivity
    Poniatowski, Nicholas R.
    Curtis, Jonathan B.
    Yacoby, Amir
    Narang, Prineha
    [J]. COMMUNICATIONS PHYSICS, 2022, 5 (01)
  • [24] Quantum Transport Enhancement by Time-Reversal Symmetry Breaking
    Zimboras, Zolta
    Faccin, Mauro
    Kadar, Zoltan
    Whitfield, James D.
    Lanyon, Ben P.
    Biamonte, Jacob
    [J]. SCIENTIFIC REPORTS, 2013, 3
  • [25] Integrated Topological Photonics with Time-reversal Symmetry Breaking
    Fang, Kejie
    [J]. 2016 PROGRESS IN ELECTROMAGNETICS RESEARCH SYMPOSIUM (PIERS), 2016, : 803 - 803
  • [26] Time-reversal symmetry breaking versus chiral symmetry breaking in twisted bilayer graphene
    Gonzalez, J.
    Stauber, T.
    [J]. PHYSICAL REVIEW B, 2020, 102 (08)
  • [27] Time-reversal symmetry breaking and decoherence in chaotic Dirac billiards
    Agnaldo J. Nascimento Júnior
    Marilia S.M. Barros
    Jorge G.G.S. Ramos
    Anderson L.R. Barbosa
    [J]. The European Physical Journal B, 2016, 89
  • [28] Time-reversal symmetry breaking with acoustic pumping of nanophotonic circuits
    Donggyu B. Sohn
    Seunghwi Kim
    Gaurav Bahl
    [J]. Nature Photonics, 2018, 12 : 91 - 97
  • [29] Spontaneous Time-reversal Symmetry Breaking in 124Cs
    Grodner, E.
    Srebrny, J.
    Pasternak, A. A.
    Droste, Ch.
    Kowalczyka, M.
    Kisielinski, M.
    Mierzejewski, J.
    Golebiowski, M.
    Marchlewski, T.
    Krajewski, T.
    Karpinski, D.
    Olszewski, P.
    Jones, P.
    Abraham, T.
    Perkowski, J.
    Janiak, L.
    Samorajczyk, J.
    Andrzejewski, J.
    Kownacki, J.
    Hadynska-Klek, K.
    Napiorkowski, P.
    Komorowska, M.
    Ozmen, S. F.
    [J]. NUCLEAR STRUCTURE AND DYNAMICS '12, 2012, 1491 : 140 - 143
  • [30] Magnetoresistance from time-reversal symmetry breaking in topological materials
    de Boer, Jorrit C.
    Leusink, Denise P.
    Brinkman, Alexander
    [J]. JOURNAL OF PHYSICS COMMUNICATIONS, 2019, 3 (11):