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页数:3页
时间:2019-07-31
《Band gap engineering in doped graphene nanoribbons:An ab initio approach》由会员上传分享,免费在线阅读,更多相关内容在学术论文-天天文库。
1、SolidStateCommunications154(2013)69–71ContentslistsavailableatSciVerseScienceDirectSolidStateCommunicationsjournalhomepage:www.elsevier.com/locate/sscBandgapengineeringindopedgraphenenanoribbons:Anabinitioapproacha,nbcSatyendraSinghChauhan,PankajSrivastava,A.K.ShrivastavaaInstituteofInform
2、ationTechnology&Management,ITMUniversity,Gwalior(M.P.)474001,IndiabABVIndianInstituteofInformationTechnology&Management,Gwalior(M.P.)474010,IndiacJiwajiUniversity,Gwalior(M.P.),IndiaarticleinfoabstractArticlehistory:Wepresentfirstprinciplestudyforstabilityandelectronicpropertiesofarmchairgr
3、apheneReceived14August2012nanoribbons(AGNRs).WehaveinvestigatedthestabilityandelectronicpropertiesofarmchairAccepted19October2012graphenenanoribbonswhoseedgesaredopedwith(i)s-typeelements,Mg(ii)p-typeelements,BbyV.Fal’koandS,and(iii)3d-typeTMs,TiandMn,atomsusingdensityfunctionaltheory.Wepr
4、edictthatAvailableonline1November2012transitionmetalsassubstitutionaldopantinAGNRsareenergeticallymorefavorableandminimizetheKeywords:bandgap.TheedgesoftheAGNRsarechemicallymoreactiveandtheycanaccommodateappropriateA.Graphenenanoribbonsdopantstoobtaindifferentelectronicpropertieshavingthes
5、amegeometricalstructureoftheribbon.B.DensityfunctionaltheoryOurresultssuggestthatsuchmaterialscanbeusedfornanoelectronicandspintronicapplications.C.Stability&2012ElsevierLtd.Allrightsreserved.C.Bandgap1.Introduction(LDA)isusedfortheexchange-correlationfunctional.Thesam-plingofBrillouinzone
6、integrationisperformedusingMonkhost–GraphenehasrecentlyattractedverymuchattentioninbothPackparameterswitharegulark-pointgrid11100fortheoretical[1,2]andinexperimental[3]fields.Theinnovationofelectronicrelaxation.Anenergycutoffof2500Ryisemployednewexperimentaltechniquesforfabricationofsingl
7、e-sheetandadoublezetapolarizationbasisorbitalstodealwithmanygraphenehasgivenpracticaltoolstoinvestigatethepropertiesatomsinaunitcellofAGNRsofvariouswidths.Self-consistentofarealtwo-dimensionalsystem[3].Theuniquepropertiessuchcalculationsareperformedwithamixing
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