22CYT12-Unit_I_Electrochemistry - EMF Series & its Applications.ppt
2,344 views
28 slides
Dec 17, 2022
Slide 1 of 28
1
2
3
4
5
6
7
8
9
10
11
12
13
14
15
16
17
18
19
20
21
22
23
24
25
26
27
28
About This Presentation
Electrochemistry:Introduction – cells – types - representation of galvanic cell - electrode potential - Nernst equation (derivation of cell EMF) - calculation of cell EMF from single electrode potential - reference electrode: construction, working and applications (Determination of potential of ...
Electrochemistry:Introduction – cells – types - representation of galvanic cell - electrode potential - Nernst equation (derivation of cell EMF) - calculation of cell EMF from single electrode potential - reference electrode: construction, working and applications (Determination of potential of the unknown electrode and pH of the unknown electrode) of standard hydrogen electrode, standard calomel electrode - glass electrode – EMF series and its applications - potentiometric titrations (redox) - conductometric titrations - mixture of weak and strong acid vs strong base.
Size: 971.7 KB
Language: en
Added: Dec 17, 2022
Slides: 28 pages
Slide Content
DEPARTMENT OF CHEMISTRY
WELCOMES YOU ALL
22CYT12 &Chemistry for Computer Systems
(Electrochemical series and its Applications)
Prepared By
Krishnaveni K
Assistant Professor
Department of Chemistry
Kongu Engineering College,
Perundurai, Erode-638060
History of Electrochemistry
16 thCentury -William Gilbert –Father of Magnetism
18 thCentury –William Nicholson & Wilhelm Ritter –Decomposition of water –Electrolysis
SvanteArrhenius -Dissociation of electrolytes
Walther Hermann Nernst –Theory of Electromotive Force
Conductance? Ability to conduct current , mho
Construction
ElectrochemicalCellsaremadeupoftwohalf-cells,eachconsistingofanelectrode
whichisdippedinanelectrolyte.Thesameelectrolytecanbeusedforbothhalfcells.
Thesehalfcellsareconnectedbyasaltbridgewhichprovidestheplatformforionic
contactbetweenthem.Asaltbridgeminimizesoreliminatestheliquidjunction
potential.
ThepracticalapplicationofanelectrochemicalorgalvaniccellistheDanielcell.
ItconsistsofaZnelectrodedippinginZnSO
4solutionandaCuelectrodedippingin
CuSO
4solution.
EMF= E
oxi+ E
Red
17-Dec-22
Cell reaction
Anode : Zn → Zn
2+
+ 2e
-
(Oxidation) {0.76V}
Cathode : Cu
2+
+ 2e
-
→ Cu (reduction) {0.34V}
Overall : Zn + Cu
2+
→ Zn
2+
+ Cu (Redox)
Representation of Daniel cell : Zn / Zn
2+
|| Cu
2+
/ Cu
Zn / ZnSO
4 (1M)// CuSO
4 (1M) / Cu
Cell EMF : 1.1 V
EMF= E
oxi+ E
Red
= E
Zn+ E
cu= 0.76+0.34
CuSO
4-Cu
2+
+ SO
4
2-
Representation of Galvanic Cell
Anode : Zn Cathode : Cu
Zn Zn
2+
ZnSO
4 CuSO
4Cu
2+
Cu
Metal and the electrolyte or metal ion can be separated by , / ;
Zn / Zn
2+
Cu
2+
/ Cu
Concentration of the electrolyte should be in ()
Zn / ZnSO
4 (1M) CuSO
4(1M) / Cu
Zn , Zn
2+
Cu
2+
, Cu
Salt bridge can be represented by ||
Zn / Zn
2+
|| or // Cu
2+
/ Cu
For choosing elements as Oxidizing Agents
Theelementswhichhavemoreelectron-acceptingtendencyareoxidizingagents.The
strengthofanoxidizingagentincreasesasthevalueofreductionpotentialbecomesmore
andmorepositive.Elementsatthebottomoftheelectrochemicalserieshavehigher(+ve)
reductionpotential.Sotheyaregoodoxidizingagents.Thus,oxidizingpowerincreases
fromtoptobottomintheseries.
Example-F
2isastrongeroxidantthanCl
2,Br
2andI
2.
Cl
2isastrongeroxidantthanBr
2andI
2.
For choosing elements as Reducing Agents
Theelementswhichhavemoreelectronlosingtendencyarereducingagents.The
powerofreducingagentincreasesasthevalueofreductionpotentialbecomesmoreand
morenegative.Elementsatthetopoftheelectrochemicalserieshavehigher(-ve)
reductionpotential.Sotheyaregoodreducingagents.Thus,reducingpowerdecreases
fromtoptobottomintheseries.
Example-
TheelementlikeZn,K,Na,Fe,etc.aregoodreducingagent.
Displacement of hydrogen from dilute acids by metals
ThemetalwhichcanprovideelectronstoH
+
ionspresentindiluteacidsforreductionevolvehydrogen
fromdiluteacids.Themetalhavingnegativevaluesofreductionpotentialpossessesthepropertyof
losinganelectronorelectrons.
Thus,themetalsoccupyingtoppositionsintheelectrochemicalseriesreadilyliberatehydrogenfrom
diluteacidsandondescendingintheseries,tendencytoliberatehydrogengasfromdiluteacids
decreases.
ThemetalswhicharebelowhydrogenintheelectrochemicalserieslikeCu,Hg,AuandPtdonotevolve
hydrogenfromdiluteacids.
Example
Zinc reacts with dil.H
2SO
4 to give H
2but Ag does not. Why?
Zn+H
2SO
4--------> ZnSO
4+ H
2; E
0
Zn= -0.76 volts
Ag+H
2SO
4--------> No reaction; E
0
Ag= +0.80 volts
The metal with a positive reduction potential will not displace hydrogen from an acid solution.
Displacement of hydrogen from water
Ironandthemetalsaboveironarecapableofliberatinghydrogenfromwater.Thetendency
decreasesfromtoptobottomintheelectrochemicalseries.
AlkalimetalsandalkalineearthmetalsliberatehydrogenfromcoldwaterbutMg,ZnandFe
liberatehydrogenfromhotwaterorsteam.
ForCalculationofStandardemfofthecell
Standardreductionpotentialvaluesaregiveninemfseries.FromthevaluesE
0
celliscalculated
usingformula
E
0
cellorstandardemfofacell=E
0
oxi(cathode)-E
0
red(anode)
Calculation of standard EMF of the cell
EMF= E
oxi+ E
Red
Zn & Cu Couple
EMF= E
oxi+ E
Red
= E
Zn+ E
Cu
= 0.76+ + 0.34
= 1.1V
Fe & H
2
EMF= E
oxi+ E
Red
EMF= E
Fe+ E
H2
= 0.441+ 0
0.441V
Ni & Hg Couple
Ni –Anode
Hg -Cathode
EMF= E
oxi+ E
Red
= E
Ni+ E
Hg
=0.236 + 0.61= 0.846V
EMF = Standard reduction potential of R.H.S electrode-Standard reduction potential of L.H.S
electrode
E
0
= E
0
RHS -E
0
LHS
= E
0
Hg-E
0
Ni
= 0.61 –(-0.236)
= 0.61+0.236 = 0.846V
= E
Ni+ E H
g
= 0.236+0.61
= 0.846V
Cr & Sn Couple
Cr –Anode
Sn -Cathode
EMF= E
oxi+ E
Red
EMF= E
Cr+ E
Sn
= -0.74+(-0.14)
= 0.60V
EMF = Standard reduction potential of R.H.S electrode-
Standard reduction potential of L.H.S electrode
E
0
= E
0
RHS -E
0
LHS
= E
0
Sn-E
0
Cr
= –0.14 -(-0.74)
= -0.14+0.74 = 0.60V
For predicting spontaneity of the cell reaction
E
0
cell >0cell reaction is spontaneous
E
0
cell <0cell reaction is non-spontaneous
E
0
cell =0cell reaction is in equilibrium
Fordeterminationofequilibriumconstantforareaction
Weknowthat
-∆G
0
=RTlnK
=2.303RTlogK
logK=
logK= (-∆G
0
=nFE
0
)
Thus,fromthevalueofE
0
foracellreaction,itsequilibriumconstantcanbecalculated.