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    Electrochemical Equivalent Calculator Using Faraday's Laws of Electrolysis

    Chemistry2026-03-127 min read

    Calculate the mass of a substance deposited or dissolved during electrolysis using Faraday's laws. Apply electrochemical equivalents to electroplating and battery design.

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    Faraday's Laws of Electrolysis

    Faraday's Laws of Electrolysis (1833) quantify the relationship between electrical charge passed and the amount of substance deposited or dissolved at an electrode. These laws underpin electroplating, aluminum production, rechargeable batteries, and electrochemical sensors.

    ⚗️ Electrochemical Equivalent Calculator

    Free calculator for instant results.

    Calculate Now →

    📐 Formula

    m = ZIt = (M/nF) × Q

    m = mass deposited (g), Z = electrochemical equivalent (g/C), I = current (A), t = time (s), M = molar mass, n = valence electrons, F = Faraday constant (96,485 C/mol).

    📝 Worked Example

    Deposit copper (M=63.5, n=2) with I=2A for t=3600s:
    Q = It = 7200 C
    m = (63.5/2×96485) × 7200 = 2.37 g of Cu

    📝 How to Use

    1
    Select ElementChoose metal from preset list (Cu, Ag, Au, Zn, Ni) or enter molar mass.
    2
    Enter Current and TimeCurrent in Amperes, time in seconds or hours.
    3
    Calculate MassView grams of metal deposited or dissolved.
    4
    Calculate ChargeView total charge passed in Coulombs.

    ❓ FAQ

    What is the Faraday constant?

    F = 96,485 C/mol — the charge of one mole of electrons. It connects electrical units to chemical amounts.

    Why is aluminum produced by electrolysis and not smelting?

    Aluminum's high reactivity means standard smelting doesn't work. Electrolysis of molten Al₂O₃ (Hall-Héroult Process) is required, consuming massive electricity (≈15 kWh/kg Al).


    Veer Kumavat

    Veer Kumavat

    Founder & Author

    Veer is a 14-year-old student from Nashik, Maharashtra, who built SciFi Calculators to help students worldwide master STEM subjects. He is passionate about making complex science and math problems accessible through intuitive digital tools.