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Theory of the integer quantum hall effect in graphene

Journal Article


Abstract

  • A Hall resistivity formula for the 2DES in graphene is derived from the zero-mass Dirac field model

    adopting the electron reservoir hypothesis. The formula reproduces perfectly the experimental resistivity

    data [K.S. Novoselov, et al., Nature 438 (2005) 201]. This perfect agreement cannot be achieved by any

    other existing models. The electron reservoir is shown to be the 2DES itself.

UOW Authors

  •   Toyoda, Tadashi (external author)
  •   Zhang, C

Publication Date

  • 2012

Citation

  • Toyoda, T. & Zhang, C. (2012). Theory of the integer quantum hall effect in graphene. Physics Letters Section A: General, Atomic and Solid State Physics, 376 (4), 616-619.

Scopus Eid

  • 2-s2.0-84855194419

Ro Metadata Url

  • http://ro.uow.edu.au/eispapers/10

Number Of Pages

  • 3

Start Page

  • 616

End Page

  • 619

Volume

  • 376

Issue

  • 4

Abstract

  • A Hall resistivity formula for the 2DES in graphene is derived from the zero-mass Dirac field model

    adopting the electron reservoir hypothesis. The formula reproduces perfectly the experimental resistivity

    data [K.S. Novoselov, et al., Nature 438 (2005) 201]. This perfect agreement cannot be achieved by any

    other existing models. The electron reservoir is shown to be the 2DES itself.

UOW Authors

  •   Toyoda, Tadashi (external author)
  •   Zhang, C

Publication Date

  • 2012

Citation

  • Toyoda, T. & Zhang, C. (2012). Theory of the integer quantum hall effect in graphene. Physics Letters Section A: General, Atomic and Solid State Physics, 376 (4), 616-619.

Scopus Eid

  • 2-s2.0-84855194419

Ro Metadata Url

  • http://ro.uow.edu.au/eispapers/10

Number Of Pages

  • 3

Start Page

  • 616

End Page

  • 619

Volume

  • 376

Issue

  • 4