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Wire size calculator — by voltage drop

Find the smallest conductor that keeps voltage drop under your limit: enter load current, one-way length, system voltage and allowed drop, and read the required area and nearest wire size.

Cable & circuit

Current drawn by the load

Distance from source to load

Line voltage — pick a preset below or type one

NEC 210.19 suggests 3% for branch circuits

Conductor material

Copper ρ ≈ 0.0172 Ω·mm²/m · aluminium ≈ 0.0282

Circuit type

Drop = 2 × I × R × L

Result

Allowed drop
6.9V
Required cross-section
2.5mm²
Nearest standard size
2.5mm²
Nearest AWG
12AWG
Actual drop at this size
3%

About voltage-drop limits

NEC 210.19 recommends keeping branch-circuit drop to 3% and total drop (feeders plus branch) to 5%. On 12 V and 24 V runs the limit bites fast: 3% of 24 V is only about 0.7 V of slack, so voltage drop almost always drives the conductor size — not ampacity.

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Frequently asked questions

How do I find the wire size from voltage drop?

The calculator works the allowed volts (V × drop% ÷ 100) backwards through resistance per kilometre to the smallest conductor area that meets them: A = ρ × 1e9 ÷ R_req, with copper at about 0.0172 Ω·mm²/m and aluminium at 0.0282. It then rounds up to the nearest standard metric size and its AWG equivalent.

What is the recommended voltage drop percentage for branch circuits?

NEC 210.19 recommends keeping branch-circuit drop to 3% and total drop (feeders plus branch) to 5%, which is the default 3% used here. On 12 V and 24 V runs the limit bites fast — 3% of 24 V is only about 0.7 V of slack — so voltage drop usually drives the conductor size, not ampacity.

Why does the calculator round up to the next standard wire size?

The required cross-section rarely matches a stock conductor, so the tool rounds up to the smallest standard metric size (0.5, 0.75, 1, 1.5, 2.5, 4, 6 mm² and up) that meets it, and picks the smallest nominal AWG whose real area still covers it. Rounding up never undersizes the conductor.

How it works

IC Source Direct sizes conductors by the drop they are allowed to develop. The allowed volts are V × drop% ÷ 100, worked back through R = ρ × L ÷ A to the smallest area that meets them — copper at ≈ 0.0172 Ω·mm²/m and aluminium at ≈ 0.0282, with a 2 multiplier for single-phase or √3 for three-phase. The result rounds up to the nearest standard metric size and its AWG equivalent.

IC Source Direct provides this tool for reference only.

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