Butler–Volmer equation

E446185

The Butler–Volmer equation is a fundamental relation in electrochemistry that describes how the rate of an electrode reaction (current density) depends on the electrode potential and reaction kinetics.

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Butler–Volmer equation canonical 1

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Predicate Object
instanceOf electrochemical equation
kinetic equation
mathematical model
appliesTo electrode processes
heterogeneous electron transfer
assumes Arrhenius-type activation barrier
charge-transfer control
category electrode kinetics
non-equilibrium thermodynamics
describes activation-controlled charge-transfer reactions
electrode reaction kinetics
relationship between current density and electrode potential
field electrochemistry
generalizes simple Ohmic relation for electrode processes
hasSpecialCase Tafel equation NERFINISHED
linearized polarization relation at small overpotential
hasVariable charge-transfer coefficient symbol α
current density symbol j
exchange current density symbol j0
overpotential symbol η
historicalPeriod 20th century
includesConstant Faraday constant NERFINISHED
universal gas constant
includesTerm anodic current contribution
cathodic current contribution
languageOfName English
mathematicalForm exponential dependence of current on overpotential
namedAfter John Alfred Valentine Butler NERFINISHED
Max Volmer NERFINISHED
relatedTo Marcus theory of electron transfer NERFINISHED
Nernst equation NERFINISHED
relatesQuantity charge-transfer coefficient
current density
exchange current density
number of electrons transferred
overpotential
temperature
usedFor analyzing Tafel behavior
describing corrosion kinetics
electroplating process analysis
fitting electrochemical kinetic parameters
fuel cell electrode modeling
modeling battery electrode reactions
modeling electrode polarization
usedIn analysis of overpotential losses in electrochemical cells
design of electrochemical sensors
electrochemical impedance spectroscopy modeling
validWhen mass transport is not rate limiting
reaction is under activation control

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Faraday constant appearsIn Butler–Volmer equation