Notes
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Outline
1
Voltammetry
  • Methods based on an electrolytic cell
  • Apply potential or current to electrochemical cell & concentrations change at electrode surface due to oxidation & reduction reactions
  • Can have 2 or 3 electrodes
  • Stirred or unstirred solution
  • Measure current or voltage


2
"In all electrochemical methods,"
  • In all electrochemical methods, the rate of oxidation & reduction depend on:
  • 1)  rate & means by which soluble species reach electrode surface (mass transport)
  • 2)  kinetics of the electron transfer process at electrode surface (electrode kinetics), which depend on:
  • a)  nature of the reaction
  • b)  nature of electrode surface
  • c)  temperature
  • (we don’t have much control over #2)
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Mass Transport or Mass Transfer
  • Migration – movement of a charged
  • particle in a potential field – generally bad
  • (important for conductance & electrophoresis)
  • In most cases migration is undesirable and can be eliminated by adding a 100 fold excess of an inert electrolyte (i.e., electrochemically inert – not oxidized or reduced) Inert electrolyte does the migrating, not the analyte
4
Mass Transport or Mass Transfer
  • 2) Diffusion – movement due to a concentration gradient.  If electrochemical reaction depletes (or produces) some species at the electrode surface, then a concentration gradient develops and the electroactive species will tend to diffuse from the bulk solution to the electrode (or from the electrode out into the bulk solution)
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Concentration polarization
Reaction is    A  +  e-  ŕ  P
  • Diagram for diffusion
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Fick’s Laws describe diffusion
  • 1st Law



  • Where
  •  J = flux of material i.e., moles passing a 1 cm2 plane at point x & time t (mol/cm2/sec)
  • D = diffusion coefficient (cm2/sec)
  • C = concentration
  • t = time (sec) from when power is turned on
  • x = distance from electrode surface (cm)
7
"Using an expression for Conservation..."
  • Using an expression for Conservation of Mass




  • And combining with Fick’s First law gives Fick’s Second Law
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"Solving Fick’s Laws for particular..."
  • Solving Fick’s Laws for particular applications like electrochemistry involves establishing Initial Conditions and Boundary Conditions
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Skipping to the Electrochemical Solution
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Quantities & Units
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Mass Transport or Mass Transfer
  • Convection – mass transfer due to stirring.  Achieved by some form of mechanical movement of the solution or the electrode i.e., stir solution, rotate or vibrate electrode
  • Difficult to get perfect reproducibility with stirring, better to move the electrode
  • Convection is considerably more efficient than diffusion or migration = higher currents for a given concentration = greater analytical sensitivity
13
Nernst Diffusion Layer Concept
for stirred solution & stationary electrode
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Convective Mass Transport
Electrode converts  A + e- ŕ P at surface
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Fick’s first law applied to stagnant layer
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Mass Transport vs Electrode Kinetics
  • Experimentally rate of electron transfer is fast for many processes so can assume:
  • - current depends only on mass transfer
  • - surface concentrations are in equilibrium with applied potential as expressed by the Nernst equation
  • Processes which satisfy these assumptions are known as electrochemically reversible
17
"A process may be reversible..."
  • A process may be reversible under one set of conditions and irreversible under other conditions.


  • Process is more likely to be irreversible if
  • - it involves a high current
  • - employs a rapid potential scan


  • If a process is irreversible, then the rate of reaction at the electrode surface (i.e., current) will be slower than predicted from mass transfer considerations alone