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Electrochemistry
2 v 1.2
Learning Objective
The students will be able to solve the numerical
problems related to electrochemistry
3 v 1.2
• R =  x l/a
• l/a ( cell constant) = R (resistance) x 1/  (specific conductance)
• m = (1000 )/ c, where m = molar conductance,
= specific conductance, c = concentration
• equ = (1000 )/N, where equ = equivalent conductance,
N = normality
• Ecell = E0
cell -0.0591/n log [P]/[R]
•  G = -nFE
• Log Kequ = nE0/0.0591
Important Formulas
4 v 1.2
• Ecell = 0.0591/n log C2/C1 (C2> C1), for concentration cell
• pH = Ecell / 0.0592, if glass (indicator)
• electrode and reference electrode, both are hydrogen
electrode
• Ecell = Eo
cal + 0.0591 pH
pH = (Ecell - 0.2422) / 0.0591
• pH = (Ecell + EG
0 –Ecal) /0.0591
Important Formulas
5 v 1.2
• Calculate the valency of mercurous ions with the help of the following cell:
Hg | 0.001N mercurous nitrate in 0.1 N HNO3| 0.01N mercurous nitrate in 0.1 N HNO3| Hg
when the emf observed at 18°C is 0.0209 V.
• Ecell = 0.0591/n log C2/C1
0.029 = 0.0591/n log 0.01/0.001 = 0.0591/n x 1
n=0.0591/0.029 = 2
Hence valency of mercurous ion is 2 and its formula Hg2
2+
Solved problems
6 v 1.2
Solved problems
• The potential of a hydrogen gas electrode in a solution of an acid of
unknown strength is measured as 0.1 V at 298 K against normal
hydrogen electrode. Calculate the pH of the solution.
• Hence Ecell = 0.1 V
• Ecell = Eo
SHE - [ Eo
H+/H2(unkown) + 0.0592 log [H+] ]
• 0.1 = 0 - [ 0+ 0.0592 log [H+] ]
• 0.1 = - 0.0592 log [H+]
• 0.1 = - ( - 0.0592 pH )
• pH = Ecell / 0.0592 = 0.1/ 0.0592
• pH = 1.69
7 v 1.2
Solved problems
• A 0.01 N KCl solution shows a resistance 225 ohms in a conductivity
cell. The specific conductance of 0.01 N KCl solution at the temperature
of the experiment is 0.00141 mho/cm. If 0.02 N solution of an acid
shows a resistance of 80 ohms in the same cell, find the specific and
equivalent conductance of the acid.
Cell constant = sp conductance x resistance
= 0.00141 mho/cm x 225 ohm = 0.3173 cm-1
Therefore,
sp conductance of 0.02 N acid solution = cell const/ resistance of acid soln,
= 0.3173 cm-1/ 80 ohm
= 3.966 x 10-3 mho cm-1
equ of acid soln = 1000 x 3.966 x 10-3/ 0.02
8 v 1.2
Solved Problems
• Write the cell construction, reaction and calculate the emf of the cell
when Ni and Al are coupled using the data Eo
Ni2+/Ni= -0.23V and
[Ni2+] = 0.02M; Eo
Al3+/Al = -1.66V and [Al3+] = 0.01M
Al|Al3+
(0.01M) || Ni2+
(0.02M)|Ni,
At the anode: 2Al 2Al3+ + 6e- ; At the cathode: 3Ni2+ + 6 e- 3 Ni
Net cell reaction: 2Al + 3Ni2+ 2Al3+ + 3 Ni
E cell = E0
Cell + (0.0592/n) log [Reactant]/[Product]
E0
Cell = E0c- E0a = Eo
Ni2+/Ni - Eo
Al3+/Al = -0.23 – (-1.66) = 1.43V
E cell= 1.43 + (0.0591/6) log [Ni2+]3/ [Al3+]2
= 1.43 + 0.009867 log [0.02]3/[0.01]2
=1.4192 V
9 v 1.2
Solved Problems
• Calculate the equilibrium constant of the reaction:
Fe2+ (aq) +Ag + (aq) Fe3+ (aq) +Ag (s) at 25º C, if E0
Fe3+/Fe2+ = 0.77 V
and E0
Ag+/Ag = 0.8 V
E0
cell = 0.8 – (-0.77) V = 1.57 V
log Keq = (n E0
cell)/ 0.0591 = (1 x 1.57)/0.0591 = 26.52
Hence, Keq = antilog 26.52 = 3.31 x 1026
10 v 1.2
Problems to solve
1. An iron rod is placed is a 0.5 M FeSO4 solution. Calculate reduction
potential assuming 90% dissociation of FeSO4. Given E0
Fe2+/Fe= -0.44 V
2. Given standard reduction potentials for Cd and Ag are -0.4 & 0.78 V
respectively. Write the cell representation, net reaction & 0.78 V.
Calculate the EMF of the cell.
3. Calculate the EMF of the following cell :
Zn/Zn2+
(0.1 M) || Cu2+
(1.75 M)/Cu.
Given E0
Zn2+/Zn = -0.76 V and E0
Cu2+/Cu =0.34 V
4. Construct as many cells as feasible by combining the following
electrodes Zn, Cu, Ag in contact with its 1 M solution of Zn2+, Cu+, Cu2+,
Ag 2+. Given E0
Zn2+/Zn = - 0.76 V; E0
Cu2+/Cu = 0.34 V, E0
Cu+/Cu = 0.52 V;
E0
Ag+/Ag = 0.8 V
11 v 1.2
Problems to solve
5. For the cell Zn (s) | Zn2+ (0.01 M) || Cr3+ (0.01 M) | Cr (s). Calculate
i) E0
cell & Ecell at 298 K. ii) Equilibrium constant K for the cell reaction.
Reduction potential of Zn & Cr are -0.76 V and -0.74V respectively.
6. What is the concentration of Ni2+ in the cell at 250C , if the emf is
0.601 V?
Ni (s) | Ni2+ (c= ? ) || Cu2+ (0.75 M) | Cu (s)
Given, E0
Ni2+/Ni = 0.25 V, and E0
Cu2+/Cu = 0.34 V
7. The resistance of 0.098 N KCl was found to be 214.4 ohms at 298 K.
Calculate the equivalent conductance of the solution at the same
temperature if the cell constant is 0.878 cm-1.

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Session V.pptx

  • 2. 2 v 1.2 Learning Objective The students will be able to solve the numerical problems related to electrochemistry
  • 3. 3 v 1.2 • R =  x l/a • l/a ( cell constant) = R (resistance) x 1/  (specific conductance) • m = (1000 )/ c, where m = molar conductance, = specific conductance, c = concentration • equ = (1000 )/N, where equ = equivalent conductance, N = normality • Ecell = E0 cell -0.0591/n log [P]/[R] •  G = -nFE • Log Kequ = nE0/0.0591 Important Formulas
  • 4. 4 v 1.2 • Ecell = 0.0591/n log C2/C1 (C2> C1), for concentration cell • pH = Ecell / 0.0592, if glass (indicator) • electrode and reference electrode, both are hydrogen electrode • Ecell = Eo cal + 0.0591 pH pH = (Ecell - 0.2422) / 0.0591 • pH = (Ecell + EG 0 –Ecal) /0.0591 Important Formulas
  • 5. 5 v 1.2 • Calculate the valency of mercurous ions with the help of the following cell: Hg | 0.001N mercurous nitrate in 0.1 N HNO3| 0.01N mercurous nitrate in 0.1 N HNO3| Hg when the emf observed at 18°C is 0.0209 V. • Ecell = 0.0591/n log C2/C1 0.029 = 0.0591/n log 0.01/0.001 = 0.0591/n x 1 n=0.0591/0.029 = 2 Hence valency of mercurous ion is 2 and its formula Hg2 2+ Solved problems
  • 6. 6 v 1.2 Solved problems • The potential of a hydrogen gas electrode in a solution of an acid of unknown strength is measured as 0.1 V at 298 K against normal hydrogen electrode. Calculate the pH of the solution. • Hence Ecell = 0.1 V • Ecell = Eo SHE - [ Eo H+/H2(unkown) + 0.0592 log [H+] ] • 0.1 = 0 - [ 0+ 0.0592 log [H+] ] • 0.1 = - 0.0592 log [H+] • 0.1 = - ( - 0.0592 pH ) • pH = Ecell / 0.0592 = 0.1/ 0.0592 • pH = 1.69
  • 7. 7 v 1.2 Solved problems • A 0.01 N KCl solution shows a resistance 225 ohms in a conductivity cell. The specific conductance of 0.01 N KCl solution at the temperature of the experiment is 0.00141 mho/cm. If 0.02 N solution of an acid shows a resistance of 80 ohms in the same cell, find the specific and equivalent conductance of the acid. Cell constant = sp conductance x resistance = 0.00141 mho/cm x 225 ohm = 0.3173 cm-1 Therefore, sp conductance of 0.02 N acid solution = cell const/ resistance of acid soln, = 0.3173 cm-1/ 80 ohm = 3.966 x 10-3 mho cm-1 equ of acid soln = 1000 x 3.966 x 10-3/ 0.02
  • 8. 8 v 1.2 Solved Problems • Write the cell construction, reaction and calculate the emf of the cell when Ni and Al are coupled using the data Eo Ni2+/Ni= -0.23V and [Ni2+] = 0.02M; Eo Al3+/Al = -1.66V and [Al3+] = 0.01M Al|Al3+ (0.01M) || Ni2+ (0.02M)|Ni, At the anode: 2Al 2Al3+ + 6e- ; At the cathode: 3Ni2+ + 6 e- 3 Ni Net cell reaction: 2Al + 3Ni2+ 2Al3+ + 3 Ni E cell = E0 Cell + (0.0592/n) log [Reactant]/[Product] E0 Cell = E0c- E0a = Eo Ni2+/Ni - Eo Al3+/Al = -0.23 – (-1.66) = 1.43V E cell= 1.43 + (0.0591/6) log [Ni2+]3/ [Al3+]2 = 1.43 + 0.009867 log [0.02]3/[0.01]2 =1.4192 V
  • 9. 9 v 1.2 Solved Problems • Calculate the equilibrium constant of the reaction: Fe2+ (aq) +Ag + (aq) Fe3+ (aq) +Ag (s) at 25º C, if E0 Fe3+/Fe2+ = 0.77 V and E0 Ag+/Ag = 0.8 V E0 cell = 0.8 – (-0.77) V = 1.57 V log Keq = (n E0 cell)/ 0.0591 = (1 x 1.57)/0.0591 = 26.52 Hence, Keq = antilog 26.52 = 3.31 x 1026
  • 10. 10 v 1.2 Problems to solve 1. An iron rod is placed is a 0.5 M FeSO4 solution. Calculate reduction potential assuming 90% dissociation of FeSO4. Given E0 Fe2+/Fe= -0.44 V 2. Given standard reduction potentials for Cd and Ag are -0.4 & 0.78 V respectively. Write the cell representation, net reaction & 0.78 V. Calculate the EMF of the cell. 3. Calculate the EMF of the following cell : Zn/Zn2+ (0.1 M) || Cu2+ (1.75 M)/Cu. Given E0 Zn2+/Zn = -0.76 V and E0 Cu2+/Cu =0.34 V 4. Construct as many cells as feasible by combining the following electrodes Zn, Cu, Ag in contact with its 1 M solution of Zn2+, Cu+, Cu2+, Ag 2+. Given E0 Zn2+/Zn = - 0.76 V; E0 Cu2+/Cu = 0.34 V, E0 Cu+/Cu = 0.52 V; E0 Ag+/Ag = 0.8 V
  • 11. 11 v 1.2 Problems to solve 5. For the cell Zn (s) | Zn2+ (0.01 M) || Cr3+ (0.01 M) | Cr (s). Calculate i) E0 cell & Ecell at 298 K. ii) Equilibrium constant K for the cell reaction. Reduction potential of Zn & Cr are -0.76 V and -0.74V respectively. 6. What is the concentration of Ni2+ in the cell at 250C , if the emf is 0.601 V? Ni (s) | Ni2+ (c= ? ) || Cu2+ (0.75 M) | Cu (s) Given, E0 Ni2+/Ni = 0.25 V, and E0 Cu2+/Cu = 0.34 V 7. The resistance of 0.098 N KCl was found to be 214.4 ohms at 298 K. Calculate the equivalent conductance of the solution at the same temperature if the cell constant is 0.878 cm-1.