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Wire Size Calculator

Electrical

Size the cable before the run gets expensive.

Interactive Tool
Live Calculation

Wire Size Calculator

A = (2 × ρ × L × I) / (V × drop%)

V
V
A
A
m
m
%
%
Ω·mm²/m
Ω·mm²/m
Evaluated Formula:A = (2 × ρ × L × I) / (V × drop%)
Guidance:
This is a voltage-drop calculation, not a current-carrying-capacity check. The cable must also satisfy the ampacity and derating rules in your wiring code.
Round up to the next standard cross-section: 1.5, 2.5, 4, 6, 10, 16, 25, 35 mm² are common metric sizes.
Long runs are dominated by drop, not heat. At 100 m, the required size is often far larger than the current alone would suggest.
Minimum conductor cross-section
3.04 mm²

Calculated instantly

Allowable voltage drop6.9 V
Power lost at that size138 W
Loop resistance at that size0.35 Ω

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What This Calculator Does

The Wire Size Calculator finds the smallest conductor cross-section that keeps voltage drop within a limit you choose. It inverts the voltage-drop equation, so instead of checking a cable you already have, it tells you what to buy.

How It Works

The maximum permitted drop in volts is the supply voltage times the allowed percentage. Setting the voltage-drop equation equal to that limit and solving for area gives area equals two times resistivity times length times current, divided by the allowable drop. Power loss at exactly that size simplifies to current times supply voltage times the allowed fraction.

Example

A 20 A load 30 m from a 230 V supply, with a 3% limit and copper at 0.0175 Ω·mm²/m, needs at least 3.04 mm². The next standard size is 4 mm², which drops 2.28% and wastes 105 W. Choosing 2.5 mm² would exceed the limit.

Formula

Allowable drop
Vallow = V × drop% / 100
Required area
A = 2 × ρ × L × I / Vallow
Loss at the limit
Ploss = I × Vallow

At exactly the allowed drop, the cable dissipates this much regardless of length.

Reading the Results

Minimum conductor cross-section

The calculated area that exactly meets the drop limit. It is a floor, not a standard size — round up, and check ampacity separately.

Power lost at that size

The energy converted to heat in the cable when it runs at the allowed drop. It is independent of length because a longer cable at the same drop has more resistance and less current for a fixed load.

Sources and References

  • IEC 60364-5-52 — Wiring systems

    Conductor sizing and voltage drop

    Sets out how voltage drop and current-carrying capacity are both considered when selecting a conductor.

  • NFPA 70 — National Electrical Code, Article 310

    Conductor ampacities and adjustment factors

    Ampacity, ambient temperature, and bundling can require a larger conductor than voltage drop alone.

  • IEEE Std 141 — Recommended Practice for Electric Power Distribution

    Voltage-drop limits and conductor selection

    Discusses how voltage drop influences conductor choice on long distribution runs.

References identify the method or data behind this calculator. Where a standard or tariff changes, the current edition applies, and the assumptions stated above take precedence over a remembered figure.

Frequently Asked Questions

Is voltage drop enough to choose a cable?

No. A conductor must also carry the current without overheating, which is the ampacity requirement. Installation method, ambient temperature, grouping, and insulation type all affect it, so check the wiring code before buying.

What cross-section should I actually install?

Round the calculated figure up to the next standard size, then verify ampacity. A 3.04 mm² result means 4 mm², not 2.5 mm², because standard sizes jump from 2.5 to 4.

Why is aluminium different?

Aluminium has higher resistivity, about 0.0282 Ω·mm²/m against copper’s 0.0175, so it needs roughly 60% more area for the same drop. It also needs connectors rated for aluminium to avoid corrosion problems.

Does cable length include the return path?

Enter the one-way distance. The calculator doubles it internally because the circuit includes both the outgoing and returning conductors.