S. Schnez
Solid State Physics Laboratory
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Featured researches published by S. Schnez.
Materials Today | 2010
Thomas Ihn; J. Güttinger; F. Molitor; S. Schnez; E. Schurtenberger; Arnhild Jacobsen; S. Hellmüller; T. Frey; S. Dröscher; Christoph Stampfer; Klaus Ensslin
Graphene, a single layer of carbon atoms forming a perfectly stable and clean two-dimensional crystal with very few defects, has been proclaimed to be a new revolutionary material for electronics. These hopes rest mainly on the unique band structure properties of graphene. Although living essentially on the surface, electron mobilities in this material do not suffer extensively from surface contaminations and are surprisingly high even at room temperature. In comparison to extremely high quality semiconducting materials, such as Silicon and GaAs, the understanding of electronic transport in graphene is still in its infancy. Research on nanoscale transistors switching with only a single electron exemplifies that there are a number of unresolved problems that material scientists should tackle in the future for making the graphene dreams come true.
Applied Physics Letters | 2009
S. Schnez; F. Molitor; Christoph Stampfer; J. Güttinger; Ivan Shorubalko; Thomas Ihn; Klaus Ensslin
We demonstrate that excited states in single-layer graphene quantum dots can be detected via direct transport experiments. Coulomb diamond measurements show distinct features of sequential tunneling through an excited state. Moreover, the onset of inelastic cotunneling in the diamond region could be detected. For low magnetic fields, the positions of the single-particle energy levels fluctuate on the scale of a flux quantum penetrating the dot area. For higher magnetic fields, the transition to the formation of Landau levels is observed. Estimates based on the linear energy-momentum relation of graphene give carrier numbers of the order of 10 for our device.
Reports on Progress in Physics | 2012
J Güttinger; F. Molitor; Christoph Stampfer; S. Schnez; Arnhild Jacobsen; S. Dröscher; Thomas Ihn; Klaus Ensslin
We review transport experiments on graphene quantum dots and narrow graphene constrictions. In a quantum dot, electrons are confined in all lateral dimensions, offering the possibility for detailed investigation and controlled manipulation of individual quantum systems. The recently isolated two-dimensional carbon allotrope graphene is an interesting host to study quantum phenomena, due to its novel electronic properties and the expected weak interaction of the electron spin with the material. Graphene quantum dots are fabricated by etching mono-layer flakes into small islands (diameter 60-350 nm) with narrow connections to contacts (width 20-75 nm), serving as tunneling barriers for transport spectroscopy. Electron confinement in graphene quantum dots is observed by measuring Coulomb blockade and transport through excited states, a manifestation of quantum confinement. Measurements in a magnetic field perpendicular to the sample plane allowed to identify the regime with only a few charge carriers in the dot (electron-hole transition), and the crossover to the formation of the graphene specific zero-energy Landau level at high fields. After rotation of the sample into parallel magnetic field orientation, Zeeman spin splitting with a g-factor of g ≈ 2 is measured. The filling sequence of subsequent spin states is similar to what was found in GaAs and related to the non-negligible influence of exchange interactions among the electrons.
Physical Review B | 2008
S. Schnez; Klaus Ensslin; Martin Sigrist; Thomas Ihn
We analytically calculate the energy spectrum of a circular graphene quantum dot with radius
Physical Review B | 2010
S. Schnez; J. Güttinger; Magdalena Huefner; Christoph Stampfer; Klaus Ensslin; Thomas Ihn
R
Physical Review B | 2011
S. Schnez; Thomas Ihn; Klaus Ensslin; Christian Reichl; Werner Wegscheider
subjected to a perpendicular magnetic field
New Journal of Physics | 2011
S. Schnez; J. Güttinger; Christoph Stampfer; Klaus Ensslin; Thomas Ihn
B
Physical Review B | 2011
Magdalena Huefner; Bruno Kueng; S. Schnez; Klaus Ensslin; Thomas Ihn; Matthias Reinwald; Werner Wegscheider
by applying the infinite-mass boundary condition. We can retrieve well-known limits for the cases
Applied Physics Express | 2014
Kenji Shibata; Nikola Pascher; Perttu Luukko; Esa Räsänen; S. Schnez; Thomas Ihn; Klaus Ensslin; Kazuhiko Hirakawa
R,B\ensuremath{\rightarrow}\ensuremath{\infty}
Nanotechnology | 2011
Magdalena Huefner; S. Schnez; B Kueng; Thomas Ihn; Matthias Reinwald; Werner Wegscheider; Klaus Ensslin
and