[PDF] [PDF] Electrochemistry

Electrochemical Cell Half Cell Reactions Nernst Equation Pourbaix Diagrams • Homework: • Applications Battery potential calculation Fuel cell potential 



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1

WS20021

Electrochemistry

Goal: Understand basic electrochemical reactions

Concepts: Electrochemical Cell

Half Cell Reactions

Nernst Equation

Pourbaix Diagrams

Homework:

Applications

Battery potential calculation

Fuel cell potential calculations

Oxygen sensors

2

WS20022

Application: Potato Battery

Why is current generated?

Electrochemical reaction

Can we calculate the voltage?

Yes, if we know the reactions

What does it depend on?

Size of potato (no)

Placement of electrodes (no, if ideal)

Time (no until depletion)

Potato variety (no, only electrode material unless overpot. Δ)

Metals (yes)

Which side will be positive, copper or aluminum?

Copper, it is the anode where reduction occurs (electron gain) Is this the potential that will be calculated from table values? No, overpotential robs potential when current flows 3

WS20023

Electrochemistry

Electricity can be generated by burning a fuel, using the heat to run a heat engine, and using the heat engine to run a generator The efficiency of this process is limited by the second law of thermodynamics (33% is typical for a modern plant) Fuel cells (electrochemical cells) are not limited by the second law

Efficiency can be much higher

Note: Our book writes everything in terms of oxidation potentials, but the standard in metallurgy and electrochemistry is to write them as reduction potentials. Note: Cell voltage is an intensive property and does not vary with the size of the electrode or number of electrons transferred, only with the potential difference among metals 4

WS20024

Electrochemical Cells

Consider the reaction of H

2 and O 2 During this reaction, electrons are transferred from hydrogen to oxygen

As the reaction proceeds, hydrogen is

oxidized producing free electrons

Oxygen is reduced, consuming the electrons

More specifically, the reaction at the oxygen

electrode is HOHO 21222
HHe 2 22?+
1222

2OeO+?

1222

22OeHHO++ ?

5

WS20025

Electrochemical Cells

If ions and electrons are transferred along separate paths, the spontaneous reaction can be used to generate current

The potential generated by

the oxidation of hydrogen is defined as 0 volts

The potential due to the

reduction of oxygen is

1.229 volts

The reaction can be operated in reverse. If 1.229 volts is applied to the cell, hydrogen and oxygen will be generated (electrolysis) H 2 H O 2 e HHe V 2

22 0?+

Oe O V

2

2 2 1 229+?

6

WS20026

Nomenclature

Oxidation is an increase in the charge on an atom (electron loss)

Occurs at the anode of an electrochemical cell

Reduction is a decrease in the charge on an atom (electron gain)

Occurs at the cathode of an electrochemical cell

In a fuel cell, the hydrogen electrode is the anode H 2 is supplied and H and electrons are produced In an electrolysis cell, the hydrogen electrode is the cathode

Electrons and H

ions are supplied, H 2 is produced

Al Al e

OOe o o --3 2 3 2

Al e Al

OeO 30
02 3 2 7

WS20027

Cell Voltage

From Chapter 5, ΔG = ΔG° + RT ln K

a Equilibrium was a special case where ΔG = 0 or G products = G reactants Using an applied potential, a non-equilibrium state can be stabilized

F is the Faraday constant, 96,400 coulomb/mole

z is the number of electrons transferred

E is the cell voltage

At standard state, ΔG° = -E°zF

Cell voltage is an intensive property, does not vary with size of the system or the number of electrons transferred

Δ= =-GW

dW quantity of ch e potential difference dW dQ E

Q ne number of electrons ch e per electron

QzNezF

G W EzF

rev rev rev A rev ( arg )( ) ( )( arg ) 8

WS20028

Cell Voltage Example

Calculate the standard potential of the hydrogen-oxygen fuel cell at 298 K

ΔG° = -237,191 J/mole at 298 K

Half cell reactions

so z = 2 From Coulomb's law, 1J/C = 1 V. Has to do with force between charged particles and charge separation 1222

22OeHHO++ ?

HHe 2 22?+
GEzF

J mole E Coulomb mole

E J coulomb

EV237 191 2 96 400

1 229

1 229,/ ()(, /)

9

WS20029

Direction of Reaction

If E is greater than zero, then ΔG° is less than zero The reaction is spontaneous and will proceed forward If connected to a circuit, current can be generated If E is less than zero, then ΔG° is greater than zero

The reaction won't proceed spontaneously

Applied potential greater than the magnitude and opposite in direction can drive the reverse reaction (charge battery) 10

WS200210

Half Cell Reactions

Used to determine the potential of a process

Potato battery example

Copper electrode

Aluminum Electrode

To generate current, find spontaneous direction, calculate potential remember, cell voltage is an intensive property In the potato battery, the reactions will proceed in the spontaneous direction. For the overall reaction to balance (stoichiometry and charge), the spontaneous direction is:

Cu Cu e E V?+ °=-

+-2

2 0 337.

Al Al e E V°? + °=

+-3 3166.

3 2 3 2 2 003

23

Cu Al Cu Al E V

11

WS200211

Nernst Equation

For a chemical reaction:

We stated that at equilibrium:

If we are not at equilibrium:

If we substitute ΔG°= -E°zF and ΔG = -EzF, we get bB cC dD eE+?+ GRTK a ln

G G RT J

where J aa aa a a Cc Dd A a Bb ln =°-EzF E zF RT J EE RT zFJ EE zJ a a a ln ln ln0 02570

At 298 K

12

WS200212

Oxygen Pressure Determination

How does a zirconia sensor measure the oxygen content in exhaust? pp. 1131-1140 in BOB Ion conductor that separates gases with different oxygen activities!

Assumptions

Steady state operation at equilibrium (ΔG°= 0)

Oxygen diffusion through cell does not affect a

O2 in cell

Typical operation temperature 250°C, pO

2 air = 0.2 atm

Which side will have higher potential?

Reference

side (air) V

PSZ electrolyte

Measurement

side (exhaust) 13

Porous Cathode

Electrolyte

Porous Anode

O 2-O 2- O 2- AirN 2 H2 H 2 O e-quotesdbs_dbs17.pdfusesText_23