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Chapter6OxidationandReduction(RedoxReaction)
Fourissues:1.Basicknowledge2.StandardReductionPotentials3.IntroductionofVoltaicCells4.Electrolysisand
ElectrolyticCells1Basicknowledge1-1
Concepts1-2
BalancingRedoxEquations1-3
Voltaiccells1-3-1Whatkindsofredoxreactionscanbeharnessedtoproduceelectricalenergy?1-3-2ElectrodeTypesandCellNotation1-3-3CellPotentials
1-1ConceptsZn+Cu2+=Zn2++CuC6H12O6+6O2=6CO2+6H2O(1)OxidationNumber假設分子中成鍵的電子都歸電負性較大的原子,而得到的某元素的一個原子所帶的形式電荷數(表觀電荷數)。Rulesforassigningoxidationnumber:u
Theoxidationnumberofanelementinanelementarysubstanceis0.u
Generally,incompounds,theoxidationnumberofHis+1,theoxidationnumberofOis-2,theoxidationnumberofhalideFis-1,theoxidationnumberofGroup1metals(IA)is+1,theoxidationnumberofGroup2elements(IIA)is+2.u
Thesumoftheoxidationnumbersofalltheatomsinaneutralspeciesis0;inanion,itisequaltothechargeofthation.Eg.S4O62-,oxid.no.S
4+2
6=-2,oxid.no.S=2.5CrO5oxid.no.Cr+2
5=0;oxid.no.Cr=-10Thus,theoxidationnumberofcanbeintegersorfractions.(2)DefinitionofOxidationandReduction:Oxidationisdefinedasanincreaseinoxidationnumber,andreductionasadecreaseinoxidationnumber.Aredoxreactioncanbedefinedasareactionthathasoxidationnumberchanges.Inaredoxreaction,thereareusuallyatleasttworeactants.Onewithoxidationnumberdecreaseisreferredtoastheoxidizingagent,theotherwithoxidationnumberincreaseisreferredtoasthereducingagent.Zn–2e
Zn2+
(Oxidation,Znisreducingagent)Cu2++2e
Cu(reduction,Cuisoxidizingagent)Thesetworeactionequationsarecalledhalfequations.Obviously,aredoxreactionequationsiscomposedoftwohalfequations.
lSelfRedoxreactions:theoxidizingandreducingagentisthesamecompound.
歧化反應:theoxidizingandreducingagentisthesameelementinasubstance.2KClO3=2KCl+3O2Cl2+H2O=HCl+HClORedoxelectronicpair:同一元素的兩種不同的氧化態,構成氧化還原電對。Ox/Redeg.Cu2+/Cu,Zn2+/Zn,H+/H2,Cl2/Cl-
Ox1+Red2
Ox2+Red1
1-2BalancingRedoxEquationshalfequationsmethodorion-electronmethod.Procedures:u
Writethenetionicequationsinsteadofcompleteionicequations.Splittheequationintotwohalf-equations,oneoxidationandonereduction.u
Balancetheatomsofthetwohalf-equations,firstwithrespecttoatomsthathaveoxidationnumberchangesandthenwithrespecttoHandO.Inacidicsolution,addH+(YoucannotaddOH-!)
andaddH2OonthesideoflessOatoms.Inbasicsolution,addOH-andH2O(YoucannotaddH+!).AddOH-onthesideoflessOatoms,andaddOH-onthesideofmoreHatomswhenOatomsareequal.u
Balancethechargeofthetwohalf-equationsFindtheleastcommonmultipleofthechargesofthetwohalf-equations,combinethemsoastomakethenumberofelectronsarinedinreductionequaltothenumberlostinoxidation.eg1.MnO4-+C2O42-
Mn2++CO2(Acidicsolution)MnO4-+8H++5e
Mn2++4H2O+)C2O42-
2CO2+2e2MnO4-+5C2O42-+16H+
2Mn2++10CO2+8H2Oeg2.FeS2+HNO3
Fe2(SO4)2+NO2FeS2+8H2O
Fe3++SO42-+16H++15e+)2H++NO3-+e
NO2+H2OFeS2+14H++15NO3-
Fe3++2SO42-+15NO2+7H2Oeg3.ClO-+CrO2-
Cl-+CrO42-
(Basicsolution)
ClO-+H2O+2e
Cl-+2OH-+)CrO2-+4OH--3e
2H2O+CrO42-3ClO-+2CrO2-+2OH-
H2O+3Cl-+CrO42-1-3Voltaiccells
1-3-1Whatkindsofredoxreactionscanbeharnessedtoproduceelectricalenergy?Inprnciple,thespontaneousredoxreactionswithenoughreactionratecanbeharnessedtoproduceelectricalenergybycarryingthemoutinavoltaiccell.u
G<0u
enoughhighreactionrate
1-3-2
ElectrodeTypesandCellNotation(1)Fourtypesofelectrode:l
Metal-metalionselectrodeElectrodereaction:Zn2++2e
ZnElectrodenotation:Zn(s)
Zn2+
l
Gas-ionelectrodeStandardhydrogenelectrodeElectrodereaction:2H++2e
H2Electrodenotation:Pt
H2(g)
H+Thesymbol(Pt)isusedtoindicatethepresenceofaninertplatinumcathode.
l
Metal-insolublemetalsaltselectrode/Metal-oxide-anionelectrode,eg.CalomelelectrodeandAgClelectrodearesuchkindofelectrodes.Calomelelectrode:OnthesurfaceofHg,thereisalayerofHg2Cl2,whichisinsaturatedKClsolution.Electrodereaction:2Hg2Cl2+2e
2Hg+2Cl-Electrodenotation:Hg-Hg2Cl2(s)
Cl-AgClelectrodeElectrodereaction:AgCl+e
Ag+Cl-Electrodenotation:Ag-AgCl(s)
Cl-
l
Redoxelectrode(ion-ionelectrode)Electrodereaction:Fe3++e
Fe2+Electrodenotation:Pt
Fe3+,Fe2+
(2)Cellnotation(-)Zn(s)
Zn2+
Cu2+
Cu(s)(+)Zn+2H+
Zn2++H2(g)
(-)Zn(s)
Zn2+
H+
H2(g)
Pt(+)(-)Pt
H+
H2(g)
Cu2+
Cu(s)(+)Redoxequations
Cellnotations
1-3-3
CellPotentials
=
+-
-2.StandardReductionPotentials2-1Origin2-2Measurement2-3Affectingfactors——NernstEquation2-4Applications2-5電勢圖解及其應用2-1OriginM(s)
Mn+(aq)+neThepotentialexistingbetweensurfaceofthemetalanditssaltsolutioniscalledelectrodepotential.Itissymbolizedas
M+/M.2-2Measurement(1)StandardHydrogenelectrodePt
H2(g)
H+2H++2e
H2aH+=1mol·kg-1,PH2=1.013
105PaSettingthepotentialofstandardhydrogenelectrodeequaltozero,
°H+/H2=0(2)Standardelectrodepotential(StandardReductionPotential)referstothepotentialwhenanelectrodewithallitscomponentsinstandardstateconstitutesacellwithastandardhydrogenelectrode.
°Zn2+/Zn=-0.76v
°Cu2+/Cu=0.34vExplanations:l
Thevalueof
°hasnothingtodowiththenumberofcharges,nomattergainandloss;
Zn2++2e
Zn
°Zn2+/Zn=-0.76v1/2Zn2++e
1/2Zn
°Zn2+/Zn=-0.76vl
Thebiggerthe
°Ox/Redvalue,thestrongercapacityofOxgainingcharges,whichmeansthatOxisastrongoxidizingagent;consequently,itsRed.specieshasaweakpowertolosecharge,itisaweakreducingagent.Correspondingly,thesmallerthe
°Ox/Redvalue,thestrongercapacityofRedlosingcharges,whichmeansthatRed.isastrongreducingagent;consequently,itsOxspecieshasaweakpowertogaincharge,itisaweakoxidizingagent.l
當同一元素有多種氧化態時,同一物質在一個電對中為Ox,在另一電對中為Red,使用時應注意選取正確的值。Eg.
°Fe3+/Fe2+=0.771vFe3++e
Fe2+
°Fe2+/Fe=0.44vFe2++2e
Fel
Inacidictable:[H+]=1mol/LInbasictable:[OH-]=1mol/Leg.A:
°O2/H2O=1.229vO2+4H++4e
2H2OB:
°O2/OH-=0.401vO2+2H2O+4e
4OH-
2-3Affectingfactors——NernstEquationConcentration,pressure,andtemperature2-3-1DeducingofNernstEquation
-c,P
E~Q
rGm~Q
(1)Relationshipbetween
rGmandE:-
rGm
W-
rGm=Wmax=nFE電功=電動勢
電量J/molvc/molSince1joule(J)equalsto1volt(V)
1Coulomb(C)1molelectrons=1.6
10-19
6.02
1023
=96485C/mol
96500C/mol=Faradayconstant-
rGm
=nFE
(2)E~Q
rGm=
rGm
+RTlnQ-nFE=-nFE
+RTlnQE=E
-RT/nFlnQ
T=298K,F=96500c/mol,R=8.314J·mol/KE=E
-0.059/nlgQNernstEquationZn+Cu2+=Zn2++Cu
Cu2+/Cu-
Zn2+/Zn=(
°Cu2+/Cu-
°Zn2+/Zn)-
0.0591(lg[Zn2+]/[Cu2+])/n=(
°Cu2+/Cu+0.0591(lg[Cu2+])/n)–(
°Zn2+/Zn+0.0591(lg[Zn2+])/n)
Cu2+/Cu=
°Cu2+/Cu+0.0591(lg[Cu2+])/n
Zn2+/Zn=
°Zn2+/Zn+0.0591(lg[Zn
])/nOx+ne
RedNernstEquation
(3)ExplanationsonNernstEquationl
[Ox]/[Red]表示電極反應式中,氧化型物質一邊的所有物質的濃度以系數為指數的冪的乘積/還原型物質一邊的所有物質的濃度以系數為指數的冪的乘積。
Eg.MnO4-+8H++5e
Mn2++4H2O
MnO4-/Mn2+=
°MnO4-/Mn2+
+(0.0591/5)?(lg[MnO4-][H+]8/[Mn2+])
lAccordingtoNernstEquation,
valueincreaseswithincreasingof[Ox]anddecreasingof[Red].2-3-2ApplicationsofNernstEquation
eg1.At298K,putAginitssaltsolutionwhoseconcentrationis0.10mol/L.Calculate
Ag+/Ag(
Ag+/Ag=0.799v)Solution:
Ag+/Ag=
Ag+/Ag+0.0591lg[Ag+]=0.799-0.0591=0.7399(v)eg2.AddNaCltoaAg
AgNO3solution,setting[Cl-]=1.0mol/L,Calculate
AgCl/Ag.(
Ag+/Ag=0.799v,Ksp
AgCl=1.6
10–10)Solution::
Ag+/Ag=
Ag+/Ag+0.0591lg[Ag+]=0.799–0.0591lg1.6
10–10=0eg3.At298K,addNaOHtoasolutioncontainingFe2+andFe3+,whentheequilibriawerereached,[OH-]=1.0mol/L.Pleasecalculate:
°Fe(OH)3/Fe(OH)2
(
°Fe3+/Fe2+=0.771v,Ksp
Fe(OH)3=4.0
10–38,Ksp
Fe(OH)2=8.0
10–16)Solution:
Fe3+/Fe2+=
°Fe3+/Fe2++0.0591lg[Fe3+]/[Fe2+]=0.771+0.0591lg(KspFe(OH)3/KspFe(OH)2)=0.771+0.0591lg(4.0
10–38/8.0
10–16)=-0.55(v)=
°Fe(OH)3/Fe(OH)2eg4.NO3-+4H++3e
NO+2H2O,
°NO3-/NO=0.96v,[NO3-]=1.0mol/L,PNO=P
.Calculatethe
when(1)[H+]=1
10–7mol/Land(2)[H+]=10mol/L.Solution:
=
°+0.0591(lg[NO3-][H+]4P
/PNO
)/3=0.96+0.0591(lg10-28)/3=0.41v(2)
=
°+0.0591(lg[NO3-][H+]4P
/PNO
)/3=1.039vItisobviousthattheoxidizingabilityofNO3-increasewiththeincreasingof[H+].2-4Applicationsofstandardreductionpotentials:Thestandardreductionpotentialscanbeusedinthreeaspects:(1)Judgewhethertheoxidizingandreducingagentarestrongorweak;(2)Predictthespontaneousdirectionofaredoxreaction;P235,Example5-13(3)CalculateKofaredoxreaction,whichisthefifthmethodofcalculatingequilibriumconstantinourcourse.∵
rG
m=-RTlnK
,
rG
m=-nE
F∴lgK
=nE
F/(2.303RT)=nE
/0.0591
eg1.PutZn(s)in0.1MCuSO4,Calculate[Cu2+]atequilibrium.Solution:Zn+Cu2+=Zn2++Cu(-)Zn(s)
Zn2+
Cu2+
Cu(s)(+)E
=
°Cu2+/Cu-
°Zn2+/Zn=0.34-(-0.76)=1.10VlgK
=nE
/0.0591=2
1.10/0.0591=37.2∴K
=1.6
1037
Zn+Cu2+=Zn2++Cut00.10te[Cu2+]0.1-[Cu2+]
0.1K
=[Zn2+]/[Cu2+]=1.0/[Cu2+]=1.6
1037[Cu2+]=6.3
10-39mol/Leg2.Ag++e
Ag
Ag+/Ag=0.799vAgCl(s)+e
Ag+Cl-
AgCl/Ag=0.222vCalculateKspAgCl
Solution:(-)Ag-AgCl(s)
Cl-(1.0M)
Ag+(1.0M)
Ag(s)(+)(-)Ag+Cl--e
AgCl(s)(+)Ag++e
AgAg++Cl-
AgCl(s)lgK=lg1/KspAgCl=nE°/0.0591
=1
0.577/0.0591=9.75∴KspAgCl=1.8
10–10Eg3.KspCuCl=1.2
10–6Cu++e
Cu
°Cu+/Cu=0.515vCu2++e
Cu+
°Cu+/Cu=0.159vCalculatetheK1ofCu+Cu2+
2Cu+(2)CalculatetheK2Cu+Cu2++2Cl-
2CuCl(s)Solution:(1)(-)Pt
Cu2+,Cu+
Cu+
Cu(+)(-)Cu+-e
Cu2+(+)Cu++e
Cu2Cu+
Cu+Cu2+lgK=nE°/0.0591=1
(0.515-0.159)/0.0591=6.02
∴K=106.02,K1=9.5
10–7Eg3.KspCuCl=1.2
10–6Cu++e
Cu
°Cu+/Cu=0.515vCu2++e
Cu+
°Cu+/Cu=0.159vCalculatetheK1ofCu+Cu2+
2Cu+(2)CalculatetheK2Cu+Cu2++2Cl-
2CuCl(s)Solution:(2)Cu+Cu2+
2Cu+2Cu++2Cl-
CuCl(s)Cu+Cu2++2Cl-
2CuClK2=K1/Ksp2CuCl=(9.5
10–7)/(1.2
10–6)2
=6.6
105Exercise
:Hg2++2e
Hg
°Hg2+/Hg=0.85vHg22++2e
2Hg
°Hg22+/Hg=0.80vCalculate:(1)TheequilibriumconstantofHg2++Hg
Hg22+;(2)The[Hg2+]in0.10MHg22+(NO3)2solution.
2-5
Diagramofelementalelectrodepotentials2-5-1Diagramofelementalelectrodepotentials
(1)
Definition:當元素具有三種或三種以上的氧化態時,將元素的不同氧化態按氧化數由大到小,自左向右排列,用橫線相連,線上標出相應的標準電極電勢值
。Eg.
A:MnO4--0.56MnO42-
2.26MnO20.95Mn3+
1.51Mn2+-1.18Mn
1.511.6931.23(2)Applications:l
判斷歧化反應
左
右ABC
左
右
,B
A+C
0.1590.515eg.Cu2+Cu+Cu
0.920.79Hg2+Hg22+Hg
l
Calculate
。Eg.Fe3+0.77Fe2+-0.44Fe?Solution:(1)
Fe3++e
Fe2+
1
rG
m1=-
1F(2)
Fe2++2e
Fe
2
rG
m
2=-2
2F(3)
Fe3++3e
3Fe
3
rG
m
3=-3
3F
rG
m3=
rG
m1+
rG
m23
3F=
1F+2
2F∴
3=(
1+2
2)/3Ingeneral,
1z1
2z2ABC
3z3zstandsforthechangevalueoftheoxidationnumberoftheelement.3PatternsofVoltaiccells3-1PrimarycellsDrycells3-2Secondarybatteries/storagebattery3-3Fuelbatteries/Continouscells4.Electrolysisand
ElectrolyticCellsCathodeAnodeH2O/H+
Cathode:2H2O+2e
H2+2OH-
(Reductionreaction)Anode:H2O–2e
1/2O2+2H+(Oxidationreaction)Overallreaction:H2O
H2+1/2O2(Electrolysisreaction)Ecalculated=
°O2/H2O-
°H+/H2=1.229vEactually=1.7vAnodereaction:2Cl--2e=Cl2(g)Cathodereaction:2H2O+2e=H2(g)+2OH-Overallreaction:2Cl-+2H2O=Cl2(g)+H2(g)+2OH-
overpotentialTheminimumvoltagenecessarytobringaboutelectrolysisisthecalculatedpotentialforthecell.However,thevoltageactuallyneededisalwaysgreaterthanthisminimumvoltage.Thisextravoltageisrequiredtoovercometheresistanceofthecell.Inaddition,someelectrodereactionstakeplaceslowly;energyatleastequaltotheactivationenergymustbesuppliedinorderforthereactiontotakeplace.Theextravoltageneededtomakeslowreactionstakeplaceatapracticalrateiscalledoverpotential.overpotential=Eactually–Ecalculated(2)QuantitativeAspectsofElectrolysis--ElectrolysisLawIn1934,Faradaydiscoveredthattheamountofasubstanceproducedbyelectrolysismustdirectlyproportionaltothecurrentpassedandinde
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