b334925e231a00afc11975a7b43e6b80 impvacdif_a2013v3n2p289.pdf d0e9bda010f54d924c197947931f0461751b515f impvacdif_a2013v3n2p289.pdf 6f4425c3968f7487b8f79b66f0f4a1762a6631a08019d1cafa135cd87966b39a impvacdif_a2013v3n2p289.pdf Title: Impact of Vacancies on Diffusive and Pseudodiffusive Electronic Transport in Graphene Subject: We present a survey of the effect of vacancies on quantum transport in graphene, exploring conduction regimes ranging from tunnelling to intrinsic transport phenomena. Vacancies, with density up to 2%, are distributed at random either in a balanced manner between the two sublattices or in a totally unbalanced configuration where only atoms sitting on a given sublattice are randomly removed. Quantum transmission shows a variety of different behaviours, which depend on the specific system geometry and disorder distribution. The investigation of the scaling laws of the most significant quantities allows a deep physical insight and the accurate prediction of their trend over a large energy region around the Dirac point. Keywords: graphene; vacancies; quantum transport Author: Alessandro Cresti, Thibaud Louvet, Frank Ortmann, Dinh Van Tuan, Paweł Lenarczyk, Georg Huhs and Stephan Roche Creator: dvips(k) 5.99 Copyright 2010 Radical Eye Software Producer: MiKTeX GPL Ghostscript 9.0 CreationDate: Mon Apr 15 11:08:25 2013 CEST ModDate: Fri May 3 09:44:26 2013 CEST Tagged: no UserProperties: no Suspects: no Form: none JavaScript: no Pages: 17 Encrypted: no Page size: 595 x 842 pts (A4) Page rot: 0 File size: 888968 bytes Optimized: no PDF version: 1.4 name type encoding emb sub uni object ID ------------------------------------ ----------------- ---------------- --- --- --- --------- Times-Italic Type 1 Custom no no no 8 0 CHTYTD+CMMI8 Type 1C Custom yes yes no 14 0 LOFULN+CMR8 Type 1C WinAnsi yes yes no 12 0 Times-Bold Type 1 Custom no no no 9 0 Times-Roman Type 1 Custom no no no 10 0 Times-BoldItalic Type 1 Standard no no no 11 0 SLOOLB+CMMI12 Type 1C Custom yes yes yes 23 0 FSPBPH+CMR12 Type 1C Custom yes yes no 21 0 UWZJTA+CMEX10 Type 1C Custom yes yes no 34 0 GRTLYK+CMSY10 Type 1C Custom yes yes yes 32 0 KBRNXC+CMSY8 Type 1C Custom yes yes no 40 0 GPHVDM+MSBM10 Type 1C Custom yes yes no 38 0 AUCUNH+CMMI6 Type 1C WinAnsi yes yes no 36 0 QEHNHK+ArialMT TrueType Custom yes yes yes 53 0 BIABFC+ArialMT TrueType Custom yes yes yes 63 0 Helvetica Type 1 Custom no no no 76 0 Symbol Type 1 Custom no no no 77 0 EKQZBM+CMMI10 Type 1C Custom yes yes yes 83 0 AJASIX+CMMI7 Type 1C Custom yes yes no 85 0 EYJDFQ+CMR10 Type 1C WinAnsi yes yes no 89 0 QFVKEP+CMR7 Type 1C WinAnsi yes yes no 91 0 AQOFHK+CMSY10 Type 1C Custom yes yes no 87 0 QAMUEV+CMSY7 Type 1C Custom yes yes no 93 0 Jhove (Rel. 1.6, 2011-01-04) Date: 2019-09-14 05:17:40 CEST RepresentationInformation: impvacdif_a2013v3n2p289.pdf ReportingModule: PDF-hul, Rel. 1.8 (2009-05-22) LastModified: 2019-09-13 15:53:13 CEST Size: 888968 Format: PDF Version: 1.4 Status: Well-Formed and valid SignatureMatches: PDF-hul MIMEtype: application/pdf PDFMetadata: Objects: 180 FreeObjects: 3 IncrementalUpdates: 2 DocumentCatalog: PageLayout: SinglePage PageMode: UseThumbs Info: Title: Impact of Vacancies on Diffusive and Pseudodiffusive Electronic Transport in Graphene Author: Alessandro Cresti, Thibaud Louvet, Frank Ortmann, Dinh Van Tuan, Paweł Lenarczyk, Georg Huhs and Stephan Roche Subject: We present a survey of the effect of vacancies on quantum transport in graphene, exploring conduction regimes ranging from tunnelling to intrinsic transport phenomena. Vacancies, with density up to 2%, are distributed at random either in a balanced manner between the two sublattices or in a totally unbalanced configuration where only atoms sitting on a given sublattice are randomly removed. Quantum transmission shows a variety of different behaviours, which depend on the specific system geometry and disorder distribution. The investigation of the scaling laws of the most significant quantities allows a deep physical insight and the accurate prediction of their trend over a large energy region around the Dirac point. Keywords: graphene; vacancies; quantum transport Creator: dvips(k) 5.99 Copyright 2010 Radical Eye Software Producer: MiKTeX GPL Ghostscript 9.0 CreationDate: Mon Apr 15 11:08:25 CEST 2013 ModDate: Fri May 03 09:44:26 CEST 2013 ID: 0x5273f5addd05bd47df99e5945cfade00, 0xf9e28b9989e34a43bc87b3bae1a0a672 Filters: FilterPipeline: FlateDecode FilterPipeline: DCTDecode Images: Image: NisoImageMetadata: CompressionScheme: JPEG ImageWidth: 637 ImageHeight: 541 ColorSpace: RGB BitsPerSample: 8 BitsPerSampleUnit: integer Image: NisoImageMetadata: CompressionScheme: JPEG ImageWidth: 1200 ImageHeight: 533 ColorSpace: RGB BitsPerSample: 8 BitsPerSampleUnit: integer Interpolate: true Image: NisoImageMetadata: CompressionScheme: JPEG ImageWidth: 1280 ImageHeight: 688 ColorSpace: RGB BitsPerSample: 8 BitsPerSampleUnit: integer Interpolate: true Image: NisoImageMetadata: CompressionScheme: JPEG ImageWidth: 1280 ImageHeight: 684 ColorSpace: RGB BitsPerSample: 8 BitsPerSampleUnit: integer Interpolate: 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present a survey of the effect of vacancies on quantum transport in graphene, exploring conduction regimes ranging from tunnelling to intrinsic transport phenomena. Vacancies, with density up to 2%, are distributed at random either in a balanced manner between the two sublattices or in a totally unbalanced configuration where only atoms sitting on a given sublattice are randomly removed. Quantum transmission shows a variety of different behaviours, which depend on the specific system geometry and disorder distribution. The investigation of the scaling laws of the most significant quantities allows a deep physical insight and the accurate prediction of their trend over a large energy region around the Dirac point. graphene vacancies quantum transport Pages: Page: Sequence: 1 Page: Sequence: 2 Page: Sequence: 3 Page: Sequence: 4 Page: Sequence: 5 Page: Sequence: 6 Page: Sequence: 7 Page: Sequence: 8 Page: Sequence: 9 Page: Sequence: 10 Page: Sequence: 11 Page: Sequence: 12 Page: Sequence: 13 Page: Sequence: 14 Page: Sequence: 15 Page: Sequence: 16 Page: Sequence: 17 Checksum: 68a1fbc0 Type: CRC32 Checksum: b334925e231a00afc11975a7b43e6b80 Type: MD5 Checksum: d0e9bda010f54d924c197947931f0461751b515f Type: SHA-1