1 / 9

SiC steps

4H-SiC substrate preparation - graphitization. annealing. Polished SiC substrate. Graphitized substrate. SiC steps. Patterning. e-beam lithography. Hall bar. FET. Quantum Interference loop. Epitaxial graphene grown on SiC. Highly ordered and well defined material

odell
Download Presentation

SiC steps

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. 4H-SiCsubstrate preparation - graphitization annealing Polished SiCsubstrate Graphitized substrate SiC steps

  2. Patterning

  3. e-beam lithography Hall bar FET Quantum Interference loop

  4. Epitaxial graphene grown on SiC Highly ordered and well defined material Transport layer is protected Graphene properties : Dirac - chiral electrons Anomalous Berry’s phase Weak anti-localization Landau level spectrum Long electronic phase coherence length Ballistic properties, high mobility Anomalous transport : no quantum Hall effect periodic and fractal-like spectrum for high mobility samples AFM

  5. 0.3-4K Rxy (Ω) 400µm Rxx (Ω/sq) Field(T) Magneto-transport of a wide Hall bar (EG on Si-face) Shubnikov - de Haas magnetoresistance maxima

  6. 4 Energy 3 Landau index (n) Magnetic field 1/Bn (T-1) Energy Magnetic field Magneto-transport and Landau levels Dirac particles: linear E(k) n 3 2 EF 1 0 0 -1 -2 -3 Normal electrons: quadratic E(k) EF Landau plot : Slope gives carrier density ns= 1.3 1012cm-2 Intercept at n=0 indicates anomalous Berry’s phase see K. Novoselov et al. Nature 438, 197 (2005); Y. Zhang et al. Nature 438, 201 (2005) W.de Heer et al., cond-mat /0704.0285

  7. Temperature dependence of the SdH peaks Landau levels thermally populated Lifshitz-Kosevich equation : A(T)/Ao=u/sinh(u) where u=2π2kBT/∆E(B) Energy Magnetic field DE/kB(K) 1 ∆E(B)= vF=0.75 106m/s 0 T e m p e r a t u r e V. Gusynin, Phys. Rev. B 71,125124 (2005)

  8. Transport is graphene-like surprising 3 layers Low mobility µ=1100 cm2/Vs Disordered as seen in STM (graphene on Si-face) Phase coherence length lf(T=4K)~100nm In agreement with STM-STS Scattering by defects for graphene on the Si-face G. Rutter, J. Stroscio et al., Science to be published P. Mallet, J.-Y.Veuillen et al. cond-mat/0702406

  9. n~1010/cm2 TEM -cross section E n~1012/cm2 5 nm Daniel Ugarte, LNLS, Brasil Interface charging Interface layer dominates transport Neutral layers seen in Landau level IR spectroscopy Sadowski PRL97, 266405 (2006) Graphene layers SiC Workfunction graphite-Workfunction SiC V ~0.3 eV Built-in electric field E= V/L L is of order of screening length. Hence interface layer is chargedns~ E/0 ~1012/cm2 (Note: n~1010/cm2 for neutral graphite) See also photoemission ARPES - A. Botswick et al. Nature Physics 3, 36 (2007) E. Rolling et al. cond-mat/0512226 (2005) - J. Phys Chem Solid 67, 2172 (2006) T. Seyller et al. , Surface Science 600, 3906 (2006).

More Related