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Voltage drop over a cable run, against the 3% limit.
| Size | Ω per 1000 ft | Drop | % | Within 3% |
|---|
How far this conductor can carry your load before the drop becomes excessive.
| Current | Max run at 3% | Max run at 5% |
|---|
Voltage drop
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Smallest conductor that stays within 3%
Voltage drop is a length problem, not a current-rating problem — a conductor perfectly rated for the load can still be inadequate over a long run. Three percent on a branch circuit is guidance in most codes rather than a hard requirement. Real wiring work belongs to a qualified electrician.
The Voltage Drop Calculator works out how much voltage a cable run loses from conductor size, length, current and material, checks it against the three percent branch-circuit recommendation, and suggests a larger size when the run exceeds it.
Calculate how much voltage a cable run loses, from the conductor size, its length, the current it carries and whether it is copper or aluminium. The result is checked against the three percent recommendation for a branch circuit and five percent overall.
Voltage drop is a length problem rather than a safety-current problem, which is why it catches people out. A conductor perfectly rated for the current can still be inadequate over a long run, because the drop is proportional to distance. The usual symptoms are dim lighting, motors running hot and equipment resetting under load. The fix is almost always to go up a size — and the calculator suggests the smallest conductor that would bring the run within limits.
Three percent on a branch circuit and five percent overall, with a clear pass or fail.
When the drop is too high, the smallest size that would fix it is named.
Aluminium needs about two sizes larger for the same drop, and the tool accounts for it.
Three phase uses √3 rather than doubling for the return path.
Both conductor sizing systems are supported.
System voltage, whether it is single or three phase, and the current drawn.
One-way distance. The calculator doubles it for single-phase return.
AWG or mm² size, and copper or aluminium.
The drop as a percentage, with a recommended size if it exceeds three percent.
Three percent on a branch circuit and five percent total from the service to the furthest outlet is the usual recommendation. It is guidance in most codes rather than a hard requirement.
For single phase, drop = 2 × length × current × resistance per unit length. Three phase uses √3 rather than 2, because the return path differs.
Long runs, undersized conductors and high current. A conductor perfectly rated for the current can still be inadequate over distance, since drop scales with length.
Copper has about 60 percent lower resistance for the same size, so aluminium needs roughly two sizes larger for the same drop. Aluminium is cheaper and lighter for long feeders.
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