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Tafel Overpotential

Calculate the activation overpotential by the Tafel equation, η = a + b × log₁₀(i), from the Tafel constant a (V), the Tafel slope b (V/decade) and the current density i. The result, in volts, is the overpotential — how far an electrode's potential departs from equilibrium — needed to sustain a given current density in an activation-controlled electrochemical reaction. The Tafel relation is central to electrode kinetics, corrosion (extrapolation to obtain the corrosion current) and electrolysis. Enter the Tafel constant, slope and current density.

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Sobretensão de Tafel

Para que uma reação eletroquímica ocorra a uma velocidade apreciável, o eletrodo precisa ser polarizado além do seu potencial de equilíbrio — esse excesso é a sobretensão (ou sobrepotencial) η. Quando a reação é controlada pela cinética de ativação (a barreira de energia da transferência de carga), a relação entre a sobretensão e a densidade de corrente segue a equação de Tafel: η = a + b × log₁₀(i). Aqui b é a inclinação de Tafel (em volts por década de corrente — quanto a sobretensão sobe quando a corrente aumenta 10×), e a é a constante que embute a densidade de corrente de troca. A forma logarítmica reflete o fato de que a corrente cresce exponencialmente com a sobretensão (relação de Butler-Volmer na região de Tafel). Esse comportamento é a chave da cinética de eletrodos e tem aplicações práticas importantes: em corrosão, extrapolar as retas de Tafel das reações anódica e catódica até o cruzamento fornece a corrente de corrosão e, portanto, a taxa de corrosão; em eletrólise, as inclinações de Tafel indicam a eficiência de um eletrocatalisador (quanto menor b, melhor). Informe a constante de Tafel, a inclinação e a densidade de corrente.

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Calculate the current needed for cathodic protection, I = current density × area ÷ 1000, multiplying the required protection current density (mA/m²) by the metal surface area to protect (m²). The result, in amperes, sizes cathodic protection systems — impressed current or sacrificial anodes — that protect pipelines, buried tanks, ship hulls and offshore structures by polarizing the metal to a corrosion-immune potential. The required density depends on the medium and the coating. Enter the protection current density and the area to protect.

Sacrificial Anode Life

Calculate the life of a sacrificial anode, life = (mass × capacity) ÷ (current × 8760), from the anode mass (kg), the material's current capacity (A·h/kg), the protection current drained (A) and the 8760 hours in a year. The result, in years, shows how long the anode (zinc, aluminium or magnesium) will provide protection before being consumed and needing replacement — essential in designing galvanic cathodic protection of tanks, pipelines and marine structures. Enter the mass, the material capacity and the current.

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Electrode Potential (Nernst)

Calculate the electrode potential by the Nernst equation at 25 °C, E = E° − (0.0592 ÷ n) × log₁₀(Q), from the standard potential E° (V), the number of electrons exchanged n and the reaction quotient Q (ratio of product to reactant activities). The result, in volts, is the actual electrode potential under non-standard conditions — essential to predict the spontaneity of redox reactions, a metal's tendency to corrode in a given medium and the operation of cells, batteries and electrochemical sensors. Enter the standard potential, the number of electrons and the reaction quotient.

The results provided by this tool are for general informational and educational purposes only and do not constitute professional, financial, medical, legal, tax or accounting advice. Always confirm important decisions with a qualified professional and official sources.