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FerroelectricMemoryReliabilityandQualificationGaryF.DerbenwickandStephenC.PhilpyCelisSemiconductorCorporationColoradoSprings,Colorado80918(719)262-5144gary@2001MRQWDec.11-12,2001Pasadena,CAFerroelectricMemoryStorageDielectricandFerroelectricMaterialsandApplicationLouisianaTechUniversityOutlineI.IntroductionII.TheoryfordielectricmaterialsIII.TheoryforferroelectricmaterialsIV.ApplicationV.RecentlydevelopmentVI.SummaryI.IntroductionFerroelectricityisaphenomenawhichwasdiscoveredin1921.FerroelectricityhasalsobeencalledSeignetteelectricity,asSeignetteorRochelleSalt(RS)wasthefirstmaterialfoundtoshowferroelectricproperties.Ahugeleapintheresearchonferroelectricmaterialscameinthe1950's,leadingtothewidespreaduseofbariumtitanate(BaTiO3)basedceramicsincapacitorapplicationsandpiezoelectrictransducerdevices.FerroelectricityFerroelectricityderivesitsnamefromferromagnetic.Amagnetizationcanbeobservedthatisreversiblebyapplyingacertainmagneticfield.Ferroelectricsshowareversibility,butdealingwithappliedelectricfieldstoreverseamaterial’spolarization.0.鐵電體與自發極化自發極化(Spontaneouselectricpolarization):在沒有外電場的作用時,晶體內部某些區域的正、負電荷中心不重合而呈現電偶極矩,這種現象稱為自發極化。鐵電體:具有自發極化的電介質稱為鐵電體。鐵電體的特征:具有高的介電常數,幾百~幾萬;介電常數與電場強度大小有關;P~E的關系為電滯回線(Hysteresiscurve)oEP矯頑電場Ec自發極化Ps常見的鐵電體有:酒石酸鉀鈉(NaKC4H4O6·4H2O)磷酸二氫鉀(KH2PO4)鈦酸鋇(BaTiO3)二、鐵電體的微觀結構與介電性能按微觀結構,鐵電體可分為偶極矩有序型和離子位移型兩類。偶極矩有序型:晶體內含有能夠旋轉或反轉的固有偶極矩,在居里溫度以下,由于強烈的內電場作用,這些偶極子形成長程有序,因而出現自發極化“電疇”。如KH2PO4。離子位移型:晶體內部的離子,在居里溫度以下的溫度內,由于強烈的離子位移引起晶體的對稱性降低,而形成自發極化的電介質,如BaTiO3。一、鐵電體的電疇結構和特性具有宏觀偶極矩的區域稱為“電疇”。注意薄膜的電疇在初始狀態,就鐵電體整體而言,對外界將不呈現電荷和極化狀態(相當與回線的O點)。2.無應力的晶體S不變時S=?TCT鐵電體介電常數與溫度的關系鐵電相順電相Examples:BariumStrontiumTitanate(BST)B.位移型鐵電體結構特點:鈣鈦礦結構通式:ABO3,其中A為一價或二價金屬,B為四價或五價金屬ABO3立方鈣鈦礦結構AOBBaO立方晶系四角晶系正交晶系三角晶系PsPsPsBaTiO3晶體的晶格參數與溫度的關系四角相BaTiO3的自發極化強度與溫度的關系BaTiO3單晶的介電常數與溫度的關系III.TheoryforFerroelectricFerroelectricmaterialCrystalSymmetrySpontaneousPolarizationandPyroelectricEffectFerroelectricDomainsandHysteresisLoopCuriePointandPhaseTransitionsPerovskiteStructuresDielectricHysteresisTheoryforFerroelectric(cont.)MagnitudeofSpontaneousPolarization
AtomicArrangementandFerroelectricityAbsoluteSenseofSpontaneousPolarizationDimensionalityofFerroelectricCrystalsChangesinPropertiesNeartheCurieTemperatureAntiferroelectricMaterialsRepresentativeFerroelectricMaterialsMaterialPreparationandPolingFerroelectricmaterialAferroelectricmaterialfallsintoagroupofdielectricsthatexhibitspontaneouspolarization.Ferroelectricshaveextremelyhighdielectricconstantsatlowappliedfieldfrequencies.Forexample,thedielectricconstantforbariumtitanateatroomtemperaturecanbeashighas5000.BariumTitanateanditstetragonalcrystalstructureCrystalSymmetryCrystalStructurePointGroupsCentro-SymmetricNon-centrosymmetric
PiezoelectricPyroelectric
Triclinic_1,1_1
1
1
Monoclinic
2,m,2/m
2/m
2,m
2,m
Orthorhombic
222,mm2,mmm
mmm
222,mm2
mm2,
Tetragonal__4,4,4/m,422,4mm,42m,(4/m)mm
4/m,(4/m)mm__4,4,422,4mm,42m
4,4mm
Trigonal__3,3,32,3m,3m__3,3m
3,32,3m
3,3m
Hexagonal__6,6,6/m,622,6mm,6m2,(6/m)mm
6/m,(6/m)mm__6,6,622,6mm,6m2
6,6mm
Cubic_23,m3,432,43m,m3m
m3,m3m_23,43m
------SpontaneousPolarizationandPyroelectricEffectThespontaneouspolarizationisgivenbythevalueofthedipolemomentperunitvolumeorbythevalueofthechargeperunitareaonthesurfaceperpendiculartotheaxisofspontaneouspolarization.changeinthespontaneouspolarizationvectorΔPsisgivenby: ΔPs=πΔTTheTdependenceofPsforBaTiO3FerroelectricDomainsandHysteresisLoopFerroelectriccrystalspossessregionswithuniformpolarizationcalledferroelectricdomains.Polarizationvs.ElectricField(P-E)hysteresisloopforatypicalferroelectriccrystalisshownontheright.CuriePointandPhaseTransitionstheCurie-Weisslaw:e=e0+C/(T-To)Variationofdielectricconstants(aandcaxis)withtemperatureforBaTiO3isshownrightPerovskiteStructuresTemperaturedependenceofPerovskitecrystalstructureAtomicArrangementandFerroelectricityThearrangementoftheatomsinallferroelectriccrystalsresultinanequallystablestatebutwithreorientedPs.AsimpleexampleisBaTiO3forwhichtheprototypeiscubic.TheparaelectrictoferroelectrictransformationatTcmaybeviewedintermsofalow-frequencytemperature-dependentmodeofthecrystallattice,observablebyopticalorneutronspectroscopy.AbsoluteSenseofSpontaneousPolarizationTherelativesenseofPsinacrystalisgivenbythechargedevelopedonthepolarfacesasasingledomaincrystaliscooledbelowTc.Thissensecanberelatedtotheatomicarrangementbymakinguseoftheanomalousscatteringinanx-raydiffractionexperiment.DimensionalityofFerroelectricCrystalsone-dimensional,BaTiO3:Ps>25×10-2Cm-2two-dimensional,BaCoF4:Psbetween10×10-2and3×10-2Cm-2threedimensions,Tb2(MoO4)3:Ps<5×10-2Cm-2CharacteristicsofsomeferroelectricmaterialsMaterial
Formula
Tc(K)
Ps(10-2Cm-2)a
Ammoniumdihydrogenphosphate(ADP)
NH4H2PO4
148
0bBariumcobaltfluoride
BaCoF4
c
8Bariumtitanate
BaTiO3
183,278,393
~20Boracite
Mg3B7O13Cl
538
0.05Guanidiniumaluminumsulfatehexahydrate(GASH)
C(NH2)3Al(SO4)2.6H20
d
3.5Leadtitanate
PbTiO3
763
~75Leadzirconate
PbZrO3
503
0bLithiumniobate
LiNbO3
1473
71Lithiumtantalate
LiTaO3
938
50Potassiumdihydrogenphosphate(KDP)
KH2PO4
123
5eRochellesalt
NaKC4H406.4H20
255,297
0.25fSodiumniobate
NaNbO3
73,627
0bTerbiummolybdate(TMO)
Tb2(MoO4)3
436
0.2Triglycinesulfate(TGS)
(NH2CH2COOH)3.H2SO4
322
2.8a)ValuesofPsareforsinglecrystalsatroomtemperatureunlessspecifiedotherwiseb)Antiferroelectricatroomtemperature
c)MeltsbelowTc
d)Decomposesatabout273K
e)At100K
f)At280K三.反鐵電體、壓電體與熱釋電體1、反鐵電體鋯酸鉛(PbZrO3)具有鈣鈦礦型結構。是最早發現的具有“反鐵電性”的介質材料。反鐵電體與鐵電體的相同點:晶體結構與同型鐵電體相近;介電常數和結構在居里溫度附近出現異常,在居里溫度以上,介電常數與溫度遵從居里-外斯定律。TCT不同點:反鐵電體隨溫度改變發生相變,但在高溫下是順電相,在居里溫度以下為對稱性較低的反鐵電相,從宏觀上看,反鐵電體的自發極化強度為零。T(oC)100200300100020003000如圖為PbZrO3的~t曲線,t=230oC時,出現一峰值。當t>230oC,轉變為立方鈣鈦礦結構,t<230oC,并不能觀察到電滯回線,這時P~E呈線性關系。EPEC當E>EC(E>20kV/cm)時,反鐵電體轉變為鐵電體。2、壓電體
當晶體上特定方向上施加壓力或拉力,晶體的一些對應的表面上分別出現正、負束縛電荷,其電荷密度與外施力的大小成正比例。壓電體的必要條件:晶體不具有對稱中心。(在32個點群中,有20個具有壓電性)+++++------+++++-----正壓電效應:在外力的作用下,晶體表面出現束縛電荷。逆壓電效應:在外電場的作用下,晶體發生形變。壓電效應表示為:Pi=dijkTjkPi——極化強度或Pi=eijkSjkTjk——應力;Sjk——應變逆壓電效應表示式為:Sjk=dijkEiTjk=eijkEidijk為壓電應變常數,eijk為壓電應力常數壓電參數微區測量
PFM原理圖
3、熱釋電體熱釋電晶體只要溫度變化,由于其自發極化強度隨溫度變化的緣故,會在特定方向產生表面電荷,這就是最先由Brewster命名的熱釋電現象。當晶體中存在與其它極軸都不同的唯一極軸時,才有可能由于熱膨脹引起電矩變化而導致熱釋電效應。有10種點群的晶體具有熱釋電效應,如鈦酸鋇,硫酸三甘酞,一水合硫酸鋰,鈮酸鋰等。鐵電材料的應用電子技術紅外探測技術超聲(和微波聲學)技術固態記憶II.TheoryforDielectricMaterials
BasicconceptionDielectricconstantDielectricmaterialBasicconceptionDielectric:materialthatiselectricallyinsulatingorcanbemadetoexhibitanelectricdipole.Ferroelectricity:propertyofamaterialtoexhibitpolarizationintheabsenceofanelectricfield.Dielectricconstant:εr=E/EoPermittivity:ratiooftheelectricdisplacementinamediumtotheintensityoftheelectricalfieldproducingit.Capacitance:basicbuildingblockofelectroniccircuits.Dielectricstrength:magnitudeoftheelectricfieldnecessarytoproducebreakdown.Dielectricloss:energylostinthereorientationofdipoles.Polarization---Qd=Eo(Er-1)(EF)=(E-Eo)(EF)
DielectricconstantCapacitanceisdefinedastheabilityoftwoconductorstostoreachargeQwhenapotentialVisappliedacrossthem.Co=Q/V=εoA/dεoisthepermittivityoffreespaceAistheareaoftheconductingplatesdisthedistancebetweenthetwoplatesDipolemomentsOrientationofdipolemomentsRelativePermittivityTheresultantcapacitancecanthenbemeasuredduetothedielectric:C=εrA/dthedielectricconstantεr=ε/εothedielectricconstant,orrelativepermittivity,istheratioofthepermittivityofthematerialtothepermittivityoffreespaceMeasuringDielectricConstantofthethinfilmthemostcommonmethodistheparallelplatemethodDielectricStrengthThedielectricstrengthisameasureofhowmuchvoltagecanbeappliedtoadielectricbeforeelectriccurrentbeginstoarcacrossthedielectricArcingacrossthedielectricisknownasdielectricbreakdown.DielectricstrengthhastheunitsofV/m.DielectricmaterialAdielectricmaterialisamaterialthatisnonmetallicandexhibitsormaybemadetoexhibitanelectricdipolestructure.Adielectricmaterialischaracterizedandselectedaccordingtoitsdielectricconstant,Σr,oftencalledtherelativepermittivity.Therearemanyceramicsandpolymersthatexhibitdielectricbehavior.DielectricHysteresisTheminimumdcfieldrequiredtomovedomainwallsisameasureofthecoercivefield.Atfullreversefield,thefinalPswillhavemagnitudeequaltotheoriginalfullPsbutofoppositesign.Thehysteresisobservedisafunctionoftheworkrequiredtodisplacethedomainwalls.MagnitudeofSpontaneousPolarizationThespontaneouspolarizationofsingle-domainmaterialsusuallylieswithintherange10-3to1Cm-2.ThemagnitudeofPsinasinglecrystalisdirectlyrelatedtotheatomicdisplacementsthatoccurinferroelectricreversalandmaybecalculatedfromtheatomicpositionswithintheunitcell.Ps=(?V)ΣiZi
Δi
IV.ApplicationsApplicationsfordielectricmaterialsDielectricmaterialstoinsulateelectricalconductorsDielectricmaterialsusedincapacitorsCommunications(radio,radarandmicrowave)MicroelectronicsApplicationsforFerroelectricMaterialsSwitchingapplicationNonswitchingapplicationApplicationsfordielectricmaterialsDielectricconstantDielectricconstant’sreactiontotemperaturelevelsDielectricstrengthWeightDimensionalstabilityMoistureresistanceCorrosionresistanceThermalconductivityThermalexpansionLowcurrentleakageProcessingmethodsMicroelectronicsBenefittomicroelectr
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