Philipp Leubner
University of Würzburg
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Publication
Featured researches published by Philipp Leubner.
Nature Materials | 2013
Katja C. Nowack; Eric Spanton; Matthias Baenninger; Markus König; J. R. Kirtley; Beena Kalisky; C. Ames; Philipp Leubner; Christoph Brüne; H. Buhmann; L. W. Molenkamp; David Goldhaber-Gordon; Kathryn A. Moler
The quantum spin Hall (QSH) state is a state of matter characterized by a non-trivial topology of its band structure, and associated conducting edge channels. The QSH state was predicted and experimentally demonstrated to be realized in HgTe quantum wells. The existence of the edge channels has been inferred from local and non-local transport measurements in sufficiently small devices. Here we directly confirm the existence of the edge channels by imaging the magnetic fields produced by current flowing in large Hall bars made from HgTe quantum wells. These images distinguish between current that passes through each edge and the bulk. On tuning the bulk conductivity by gating or raising the temperature, we observe a regime in which the edge channels clearly coexist with the conducting bulk, providing input to the question of how ballistic transport may be limited in the edge channels. Our results represent a versatile method for characterization of new QSH materials systems.
Nature Physics | 2014
Sean Hart; Hechen Ren; Timo Wagner; Philipp Leubner; Mathias Mühlbauer; Christoph Brüne; H. Buhmann; L. W. Molenkamp; Amir Yacoby
Majorana fermions, which are their own antiparticles, are expected to exist in topological superconductors. A study using superconducting leads in contact with a quantum well reveals the presence of supercurrents along one-dimensional sample edges of a quantum spin Hall state. These edge supercurrents are topological.
Nature Nanotechnology | 2016
Erwann Bocquillon; R. S. Deacon; Jonas Wiedenmann; Philipp Leubner; Teunis M. Klapwijk; Christoph Brüne; Koji Ishibashi; H. Buhmann; L. W. Molenkamp
In recent years, Majorana physics has attracted considerable attention because of exotic new phenomena and its prospects for fault-tolerant topological quantum computation. To this end, one needs to engineer the interplay between superconductivity and electronic properties in a topological insulator, but experimental work remains scarce and ambiguous. Here, we report experimental evidence for topological superconductivity induced in a HgTe quantum well, a 2D topological insulator that exhibits the quantum spin Hall (QSH) effect. The a.c. Josephson effect demonstrates that the supercurrent has a 4π periodicity in the superconducting phase difference, as indicated by a doubling of the voltage step for multiple Shapiro steps. In addition, this response like that of a superconducting quantum interference device to a perpendicular magnetic field shows that the 4π-periodic supercurrent originates from states located on the edges of the junction. Both features appear strongest towards the QSH regime, and thus provide evidence for induced topological superconductivity in the QSH edge states.
Nature Communications | 2015
Eric Yue Ma; M. Reyes Calvo; Jing Wang; Biao Lian; Mathias Mühlbauer; Christoph Brüne; Yong-Tao Cui; Keji Lai; Worasom Kundhikanjana; Yongliang Yang; Matthias Baenninger; Markus König; Christopher P. Ames; H. Buhmann; Philipp Leubner; L. W. Molenkamp; Shou-Cheng Zhang; David Goldhaber-Gordon; Michael A. Kelly; Zhi-Xun Shen
The realization of quantum spin Hall effect in HgTe quantum wells is considered a milestone in the discovery of topological insulators. Quantum spin Hall states are predicted to allow current flow at the edges of an insulating bulk, as demonstrated in various experiments. A key prediction yet to be experimentally verified is the breakdown of the edge conduction under broken time-reversal symmetry. Here we first establish a systematic framework for the magnetic field dependence of electrostatically gated quantum spin Hall devices. We then study edge conduction of an inverted quantum well device under broken time-reversal symmetry using microwave impedance microscopy, and compare our findings to a non-inverted device. At zero magnetic field, only the inverted device shows clear edge conduction in its local conductivity profile, consistent with theory. Surprisingly, the edge conduction persists up to 9 T with little change. This indicates physics beyond simple quantum spin Hall model, including material-specific properties and possibly many-body effects.
Physical Review X | 2017
R. S. Deacon; Jonas Wiedenmann; Erwann Bocquillon; Fernando Domínguez; Teun M. Klapwijk; Philipp Leubner; Christoph Brune; E. M. Hankiewicz; S. Tarucha; Koji Ishibashi; H. Buhmann; L. W. Molenkamp
Frequency analysis of the rf emission of oscillating Josephson supercurrent is a powerful passive way of probing properties of topological Josephson junctions. In particular, measurements of the Josephson emission enables to detect the expected presence of topological gapless Andreev bound states that give rise to emission at half the Josephson frequency
Physical Review B | 2015
S. Wiedmann; A. Jost; Cornelius Thienel; Christoph Brüne; Philipp Leubner; H. Buhmann; L. W. Molenkamp; J.C. Maan; U. Zeitler
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Physical Review X | 2013
Markus König; Matthias Baenninger; Andrei Garcia; Nahid Harjee; Beth L. Pruitt; C. Ames; Philipp Leubner; Christoph Brüne; H. Buhmann; L. W. Molenkamp; David Goldhaber-Gordon
, rather than conventional emission at
Physical Review B | 2016
T. Khouri; M.Bendias; Philipp Leubner; Christoph Brüne; H. Buhmann; L. W. Molenkamp; U. Zeitler; Nigel E. Hussey; S. Wiedmann
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Journal of Applied Physics | 2012
Matthias Baenninger; Markus König; Andrei Garcia; Mathias Mühlbauer; Christopher P. Ames; Philipp Leubner; Christoph Brüne; H. Buhmann; L. W. Molenkamp; David Goldhaber-Gordon
. Here we report direct measurement of rf emission spectra on Josephson junctions made of HgTe-based gate-tunable topological weak links. The emission spectra exhibit a clear signal at half the Josephson frequency
Nano Letters | 2018
Kalle Bendias; Saquib Shamim; Oliver Herrmann; Andreas Budewitz; Pragya Shekhar; Philipp Leubner; Johannes Kleinlein; Erwann Bocquillon; H. Buhmann; L. W. Molenkamp
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