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144 Annexe A. Annexe1(4) High magnetic eld induced charge density waves and sign reversalof the Hall coecient in graphite,A.Kumar, J.M.Poumirol, W.Escoer, M.Goiran, B.Raquet and J.C.PivinJournal of physics - Condensed Matter, 22 (2010) 436004.(3) Electric eld doping of few-layer graphene,W.Escoer, J.Poumirol, R. Yang, M.Goiran, and B.Raquet, and J.M.BrotoPhysica B 405 1163 - 1167 (2010).(2) Electron cyclotron eective mass in indium nitride,M.Goiran, M.Millot, J.M.Poumirol, I.Gherasoiu, W.Walukiewicz, and J.LeotinApplied Physics Letters 96, 052117 (2010).(1) Anodic bonded graphene,A.Balan, R.Kumar, M.Boukhicha, O.Beyssac, J-C.Bouillard, D.Taverna,W.Sacks, M.Marangolo, E.Lacaze, R.Gohler, W.Escoer, J.M.Poumirol andA.ShuklaJournal of Physics D : Applied Physics 43 374013 (2010).A.2 Communications orales et posters04/2011 GraphITA 2011, Laquilla, (Italy), Integer Quantum Hall in trilayergraphene, Oral presentation.10/2010 2nd EuroMagNET Summer School Science in High MagneticFields, Ameland, (Netherlands), Electronic properties of disordered graphene,Oral presentation.08/2010 JMC12 : Condensed Matter Day, Troyes (France), Electron-holespuddles eect on the magneto transport, Oral presentation.06/2010 NT10 : International Conference on the Science and Applicationof Nanotubes, Montreal (Canada), Edges eects and disorder in GrapheneNanoribbon, Posters and Electronic properties of disordered graphene,Posters.10/2009 GDRI : International Research Network on Graphene and nanotube,Coma-Ruga, (spain), Edges Fingerprint and magneto conductanceof graphene nanoribbon, Oral presentation.10/2009 GDR 2426 : French Research Network on mesoscopic physics,Aussois(France), Eect of disorder on graphene, Poster.
Bibliographie[A. Cresti 2006] A. Cresti, G. Grosso et G. Pastori Parravicini. Theoretical imagingof current proles in two-dimensional devices. Eur. Phys. J. B, vol. 53, no. 4,pages 537549, 2006. (Cité en page 134.)[Abanin 2007a] Dmitry A. Abanin, Patrick A. Lee et Leonid S. Levitov.Randomness-Induced XY Ordering in a Graphene Quantum Hall Ferromagnet.Phys. Rev. Lett., vol. 98, no. 15, page 156801, Apr 2007. (Cité enpage 56.)[Abanin 2007b] Dmitry A. Abanin, Kostya S. Novoselov, Uli Zeitler, Patrick A. Lee,A. K. Geim et L. S. Levitov. Dissipative Quantum Hall Eect in Graphenenear the Dirac Point. Phys. Rev. Lett., vol. 98, no. 19, page 196806, May2007. (Cité en page 77.)[Abanin 2008] Dmitry A. Abanin et Leonid S. Levitov. Conformal invariance andshape-dependent conductance of graphene samples. Phys. Rev. B, vol. 78,no. 3, page 035416, Jul 2008. (Cité en pages 116 et 119.)[Adam 2007] Shaque Adam, E. H. Hwang, V. M. Galitski et S. Das Sarma. Aself-consistent theory for graphene transport. Proceedings of the NationalAcademy of Sciences, vol. 104, no. 47, pages 1839218397, 2007. (Cité enpages 41, 71 et 77.)[Amado 2010] M Amado, E Diez, D Lopez-Romero, F Rossella, J M Caridad, F Dionigi,V Bellani et D K Maude. Plateau-insulator transition in graphene. NewJournal of Physics, vol. 12, no. 5, page 053004, 2010. (Cité en page 80.)[Aoki 2007] Masato Aoki et Hiroshi Amawashi. Dependence of band structures onstacking and eld in layered graphene. Solid State Communications, vol. 142,no. 3, pages 123 127, 2007. (Cité en pages 14, 15, 16, 89, 95 et 102.)[Areshkin 2007] Denis A. Areshkin, Daniel Gunlycke et Carter T. White. BallisticTransport in Graphene Nanostrips in the Presence of Disorder : Importanceof Edge Eects. Nano Letters, vol. 7, no. 1, pages 204210, 2007. PMID :17212465. (Cité en pages 39, 47, 128 et 135.)[Ashcroft 1976] N.W Ashcroft et N.D Mermin. Solide states physics. 1976. (Citéen page 31.)[Banerjee 2005] S. Banerjee, M. Sardar, N. Gayathri, A. K. Tyagi et Baldev Raj.Conductivity landscape of highly oriented pyrolytic graphite surfaces containingribbons and edges. Phys. Rev. B, vol. 72, no. 7, page 075418, Aug 2005.(Cité en page 46.)[Bao 2010] Wenzhong Bao, Zeng Zhao, Hang Zhang, Gang Liu, Philip Kratz, LeiJing, Jairo Velasco, Dmitry Smirnov et Chun Ning Lau. MagnetoconductanceOscillations and Evidence for Fractional Quantum Hall States in SuspendedBilayer and Trilayer Graphene. Phys. Rev. Lett., vol. 105, no. 24, page246601, Dec 2010. (Cité en page 90.)
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RemerciementsMon travail de thèse
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Table des matières1 Structure de b
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Table des matièresv6.4 Conclusion
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2 Table des matièresun gap d'éner
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Chapitre 1Structure de bandes de sy
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1.1. Graphène 71.1.2 Structure de
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1.1. Graphène 9L'étendue spatiale
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1.2. Graphène multi-feuillet 11Fig
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1.2. Graphène multi-feuillet 131.2
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1.2. Graphène multi-feuillet 15En
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1.2. Graphène multi-feuillet 17Fig
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Chapitre 3Cadre experimentalSommair
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3.2. Techniques de mesure : Mesures
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72 Chapitre 4. Magnéto-transport d
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90 Chapitre 5. Graphène multi-feui
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Page 149 and 150: ConclusionDans cette thèse, nous a
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Page 157 and 158: Bibliographie 149[Klitzing 1985] Kl
Page 159 and 160: Bibliographie 151[Nomura 2006] Kent
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