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Electroanalytical Technique
Group of analytical methods based up on electrical properties of analytes when part of an electrochemical cell
General Advantages
Selective for particular redox state of a species
Cost- $4,000-25,000 for a good instrument compared to $10,000-$50,000-$250,000 for a good spectrometer
Measures activities (not concentration)
Activity usually more physiological importance
Fast
In situ
Info about:
Oxidation states
Stoichiometry
Rates
Charge transfer
Equilibrium constants
Electrochemical Cell: Basic Cell Set Up
Two electrodes
Electrolytes solution
External connection between electrodes (wire)
Internal connection via contact with a common solution or by different solutions connect by a salt bridge
Salt bridge
Acts to isolate two halves of electrochemical cell while allowing migration of ions and current flow
Usually consists of a tube filled w/ KCl
Separate species to prevent direct chemical reactions
Flow of Current (charge) in Cell
Electrons within wires between two electrodes
Ions within solution of each ½ cell (anions and cations) and through salt bridge
Electrochemical reaction at electrode
Reduction
Gain of e- net decrease in charge of species
Oxidation
Loss of e, net increase in charge of species
Net Reaction in Cell
Sum of reactions occurring in the two half cells
potential of overall cell=measure of the tendency of this reaction to proceed to equilibrium
@ equilibrium: potential=0
Larger the potential, the further the reaction is from equilibrium and the greater the driving force that exists
Types of Cells: Galvanic Cells
Reaction occurs naturally
Positive potential
Exothermic-produces energy
Types of Cells: Electrolytic Cell
Reaction does not occur naturally, requires external stimulus (energy) to occur
negative potential
Endothermic-requires energy
Types of Cells: Chemically Reversible Cell
A cell in which reversing the direction of the current simply reverses the chemical reaction
Electrodes
Cathode-electrode where reduction occurs
Anode-electrode where oxidation occurs
e supplied by electrical current via electrode
Species can both be in soultion, solids, or coated electrodes or combination
e is taken up by electrode into electrical circuit
Liquid Junctions
Interface between two solutions with different components of concentration
Small potentials may develop at a junction that affect overall cell potential
Galvanic cell w/o liquid junction
Two species have high potential for reaction but the reaction is slow
Mix two species directly into common solution
Not common
Electrode Potentials
For convenience, represent overall reaction in cell as two ½ reactions
i. one at anode and other at cathode
ii. each ½ reaction has certain potential associated with it
iii. by convention, write both ½ reactions as reduction
iv. potential of cell is defined as:
Ecell=Ecathode-Eanode
Electrode Potentials-Problems
Can not measure potential of just one electrode
i. need to compare to another electrode
ii. determine potential of all ½ cell reactions vs. a common reference electrode
iii. reference electrode-standard hydrogen electrode (SHE)
note: potential affected by pH, [H+], used as an early pH indicator, also dependent on PH2
Standard Electrode Potential (Eo)
Measured Ecell when all species in solution or gas has an activity of 1.))
Activity (a)
proportional to molar concentration
ax=yx[X]
yx is the activity coefficient of solute X
[X] is the molar concentration of solute X
If Eo is “+”
Indicates that the reaction is favored or spontaneous
If Eo is “-”
Indicates that the reaction is not favored or spontaneous and requires energy to proceed
Activity vs. Conecntration
Activity is ALWAYS lower than concentration
Activity coefficients are ALWAYS lower than or equal to 1
H2O forms a hydration sphere around ion
Hydration sphere hinders access by e- - lower activity
Other ions (ionic strength) make the hydration sphere larger
As Eo increases
oxidizing ability of ½ cell reaction increases
Nernst Equation
Used for non-standard conditions of species
Activity Coefficients
Experimental determination of individual activity coefficients appears to be impossible
Can determine mean activity coefficient
Use Debye-Huckel equation; Note: At ionic strengths > 0.1, Debye-Huckel Equation Fails
Limitations in the Use of Standard Electrode Potentials (Eo)
Eo based on unit activities not concentrations
-activity= concentration only in dilute solutions
-at higher concentrations need to determine and use activity
Formal Potential (Ef or Eo):
used to compensate for problems with Eo in using activity and with side reactions
based on conditions of 1M concentration with all speceis being specified
gives better agreement than Eo with experimental data and Nernst Equation: conditions need to be similar to conditions where Eo was measured
Reaction Rates
some Eo ½ reactions listed in tables have been determined by calculations from equilibrium measurements rather than actual measurements of the ½ cell in an electrode system
Problem:
reaction is slow and difficult to see in practice
thermodynamics vs. kinetics
no suitable electrode
potentially usefully for computational purposes
Liquid Junction Potential
Potential that develops whenever two electrolytes of different ionic compositions come into contact
Due to the unequal distribution of cations and anions across a boundary as a result of the differences in rates at which ions migrate
Results in separation of "+” and “-” charges and creation of potential
Note: Equilibrium condition soon develops
ex.
Both H+ and Cl- move from high to low concentration
H+ smaller and more mobile relative to Cl- moves more quickly
Junction potential can be > 30 mV
-For simple system can calculate if know mobility and concentration of all ions present
-can decrease the junction potential by using salt bridge containing concentrated electrolyte
Currents in Electrochemical Cells
Ohm’s Law:
E=IR
Where
E=potential (V, voltage)
I=current (amps)
R=resistance (ohms)
R depends on concentration and types of ions in solution
Mass Transport Resulting From Current in Bulk Solution
-currents in solution are carried by movement of ions
-again, small ions (H+) move faster and carry mroe current than larger ions (Cl)
-species reacting at electrode don’t have to be the only species carrying current
Currents at Electrode Surfaces: Faradic
transfer of electron to/from electrode by redox reactions
governed by Faraday’s Law: amount of current is proportional to amount of species oxidized or reduced
Currents at Electrode Surfaces: Non-Faradic Current
due to processes other than redox reactions at electrodes
ex- charging current
-when first apply potential to electrode, get redistribution of ions near its surface to counter charge on electrode
movement of ions = current
-as system approaches equilibrium- get decrease in ion movement and current
Result of charging electrode is electric double layer by electrode surfaces. Electrode at this point is polarized
Effect of Current on Cell Potential
Potentials listed as Eo and Eo’ in Tables are Thermodynamic values; at equilibrium, no current
In practice, some current is always present
current causes: decrease in measured potential (E) for galvanic cell
increase in potential (EP needed to drive electrolytic cell
Ohmic Potential (IR drop)
Flow of ions (current) through solution (resistance, R) gives potential across cell according to Ohm’s law
Need to subtract from Ecell calculation to get “true” potential of the cell
Polarization Effects
Many electrochemical methods use current vs. potential curves
Polarization effects contribute to the non-linear regions of curve
Note: at high or low cell potential, get less “+” or “-” current than expected.
Due to polarization:
Solution or reaction can not keep up with changes in potential of system
Limits the rates of the overall reaction
Types of Polarization: Slow Mass Tranfer
Concnetration polarization
diffusion- concentration gradient
migration- ions move in potential
convection- mechanical stirring
Types of Polarization: Slow Intermediate Reactions
Reaction Polarization
Types of Polarization: Slow Transfer of Electron Between Electrode and Species
Charge-Transfer Polarization
Overvoltage or overpotential
degree of polarization of an electrode
differences between actual electrode potential (E) and equilibrium potential (Eeq): n=E-Eeq where E < Eeq
Polarization always reduces the electrode potential
N is always negative
Overvoltage is sometimes useful:
high overvoltage associated with the formation of H2 and O2 from H2O
high n means takes much higher E than Eo to occur on many electrodes
can deposit metal without H2 formation and interfering with electrodeposition process