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Calcimator

Plating Thickness Calculator

Calculate electroplating time, current, and metal consumption using Faraday's law.

About this calculator

Electroplating deposits metal atom by atom according to Faraday's law of electrolysis, and this calculator implements that physics directly rather than using a generic time estimate. It starts from each metal's atomic mass, density, and valence (the number of electrons each metal ion needs to be reduced to solid metal — 1 for gold and silver, 2 for nickel, zinc, copper, and tin, and 6 for hexavalent chrome), and combines them with Faraday's constant (96,485 coulombs per mole) to derive a plating-rate constant: how many mils of thickness one amp-per-square-foot deposits per minute for that specific metal. Chrome's high valence of 6 means it needs six times the charge per atom deposited compared to a divalent metal, which is a major reason hex chrome plating is notoriously slow and current-hungry relative to nickel or zinc at the same current density. That rate constant, scaled by your bath's cathode efficiency (the fraction of current that actually deposits metal rather than being lost to competing reactions like hydrogen evolution), determines plating time for your target thickness and current density.

From there, total current, power, and energy follow directly from Ohm's-law-style multiplication using each metal's typical operating voltage, and metal deposited is a straightforward volume-times-density calculation converted to weight. Anode consumption divides that deposited weight by cathode efficiency, since less-than-100%-efficient baths consume more anode metal than actually lands on the part — the difference goes to drag-out losses and bath chemistry. The metal properties and operating voltages used here are representative values for common commercial baths; actual efficiency, voltage, and plating rate vary by proprietary bath formulation and should be verified against your plating shop's process data.

Inputs

sq ft
%

Results

Plating time (min)

9.1

Total cost ($)

$0.23

Total current (amps)80
Tank voltage (V)6
Power (kW)0.48
Energy (kWh)0.07
Metal deposited (g)12.62
Metal deposited (lbs)0.03
Anode consumption (lbs)0.03
Metal cost ($)$0.22
Electricity cost ($)$0.01
How to Use This Calculator
  1. Enter Part surface area (sq ft), Target thickness (mils), and Plating metal (1-7).
  2. Set Current density (ASF), Cathode efficiency (%), and Metal cost ($/lb).
  3. Adjust Electricity cost ($/kWh) as needed.
  4. Review Plating time (min) and Total cost ($) ($).
  5. Use Total current (amps) and Tank voltage (V) to inform your decision.

How the result changes with Target thickness (mils)

Target thickness (mils)Plating time (min)Total cost ($)
0.154.5$0.12
0.236.8$0.17
0.4513.6$0.35
0.7522.7$0.58

What each input means

Part surface area (sq ft)
Total surface area of parts to plate.
Target thickness (mils)
Desired plating thickness in mils.
Plating metal (1-7)
1=Nickel, 2=Chrome, 3=Zinc, 4=Copper, 5=Tin, 6=Gold, 7=Silver.
Current density (ASF)
Amps per square foot.
Cathode efficiency (%)
Plating bath cathode efficiency.
Metal cost ($/lb)
Cost of anode metal per pound.
Electricity cost ($/kWh)
Electricity cost per kilowatt-hour.

What each result means

Plating time (min)
Time required to deposit target thickness.
Total current (amps)
Rectifier amperage needed.
Tank voltage (V)
Typical operating voltage.
Power (kW)
Electrical power draw.
Energy (kWh)
Total energy per batch.
Metal deposited (g)
Weight of metal plated onto parts.
Metal deposited (lbs)
Weight of metal in pounds.
Anode consumption (lbs)
Total anode metal consumed.
Metal cost ($)
Cost of consumed anode metal.
Electricity cost ($)
Power cost per batch.
Total cost ($)
Combined metal and electricity cost.

How this is calculated

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Part surface area (sq ft) = 2, Target thickness (mils) = 0.3, Plating metal (1-7) = 1, Current density (ASF) = 40 = 7 input(s) provided
  2. Calculate Plating time
    Plating time = targetThicknessMils / (effectiveRate * currentDensityAsf)
    9.1 = 9.1
  3. Calculate Total cost
    Total cost = electricityCost + metalCost
    0.23 = $0.23
  4. Calculate Total current
    Total current = currentDensityAsf * partAreaSqFt
    80 = 80
  5. Calculate Tank voltage
    Tank voltage = metal.voltage
    6 = 6

Engine last updated . Checked against 2 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

Why does chrome plating take so much longer than nickel at the same current density?

Hexavalent chrome has a valence of 6 (it needs 6 electrons per ion to deposit as solid metal), compared to 2 for nickel, zinc, and copper. Since the plating-rate constant is inversely proportional to valence in Faraday's law, chrome needs six times the electrical charge to deposit the same number of atoms as a divalent metal, which is the core physical reason hex chrome plating is notoriously slow and current-hungry.

What is cathode efficiency, and how does it change the results?

Cathode efficiency is the fraction of the current that actually reduces metal ions to solid coating rather than being lost to side reactions like hydrogen evolution at the cathode. It scales down the effective plating rate, so a lower-efficiency bath takes proportionally longer to reach your target thickness, and it also increases anode consumption relative to deposited weight, since less-than-100%-efficient baths burn more anode metal than actually lands on the part.

How does the calculator turn Faraday's law into a plating-time estimate?

It first computes a rate constant from each metal's atomic mass, density, and valence divided by Faraday's constant (96,485 C/mol), giving mils of thickness deposited per amp-per-square-foot per minute. Plating time is then your target thickness divided by that rate (adjusted for cathode efficiency) times your chosen current density — so higher current density or higher efficiency both shorten the required plating time for the same target thickness.

Why do the different metals use different assumed operating voltages?

Each metal in the table carries its own typical tank voltage — for example 6V for nickel, 8V for chrome, and 3V for copper — which feeds directly into the power calculation (current × voltage). Because power and energy scale with voltage even at identical current draw, switching plating metal changes the estimated electricity cost independently of any change in plating time.

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