Wire Size Calculator
Enter the load current, one-way distance, system voltage and your maximum voltage-drop target to get the smallest AWG that satisfies both the voltage-drop limit and the NEC 310.16 ampacity for the load. On long runs the voltage-drop limit, not ampacity, usually drives the size up.
Calculator
| Required area | 14,333 circular mils |
|---|---|
| Minimum wire size | 8 AWG |
| Ampacity at 75°C | 50 A |
Formula
The voltage-drop limit needs at least CM = (2 × K × I × L) / (Vsource × %max), where %max is the decimal fraction (3% = 0.03). The tool then picks the smallest AWG whose circular mils meet that requirement AND whose NEC 310.16 ampacity (75°C column) is at least the load current. The larger of the two requirements wins.
Worked example
For 20 A over 100 ft on a 120 V copper circuit at a 3% limit: CM = (2 × 12.9 × 20 × 100) / (120 × 0.03) = 51,600 / 3.6 = 14,333 circular mils. Ampacity alone would allow 12 AWG, but 14,333 cmil forces 8 AWG (16,510 cmil, 50 A) to hold voltage drop under 3%. The voltage-drop target, not ampacity, set the size.
This calculator answers the practical question of what gauge you actually buy by running both the ampacity and the voltage-drop checks and reporting the larger result, because anything thinner than that fails one of the two tests. The input that most often surprises people is the run length: a gauge that is perfectly legal for the current can still be too small once the wire has to carry that current a hundred feet. Always round the answer up to a real, available gauge, and treat the small-conductor rule — 14, 12 and 10 AWG capped at 15, 20 and 30 A — as a hard ceiling regardless of what the ampacity math alone would allow.
Reference table: AWG Wire Size Chart: Circular Mils, Resistance & Ampacity
Frequently asked questions
What size wire do I need for 50 amps?
What size wire for a 100 ft run?
Does voltage drop or ampacity decide wire size?
Should I size for 60, 75 or 90°C?
Why does aluminum need a larger gauge?
Source: NEC Table 310.16 ampacity plus the voltage-drop formula (NEC Chapter 9, Table 8) · All sources