Skip to content
SiteSpecCalc

Length imperial. Weight lb. Currency USD. Weight uses 1 lb = 0.45359237 kg. Currency converts US-dollar planning prices and does not change volumes, counts, or geometry.

40 amp copper run at 60 feet

Learn about the 3% NEC informational note for 240V copper branch circuits at 40A over 60 ft, and understand why derating is excluded in this context.

Formula SSC-2026.1

K method · SSC-2026.1

Minimum size

8 AWG · 8.37 mm²

Single conductor set

Voltage drop

3.75 V

1.56% · end 236.2 V

Power loss

150 W

I²R at the operating current

Required ampacity

40.0 A

Each conductor 50 A

Material estimate

$352.80

3 conductors + EMT

Conductor weight

11.5 lb

5.2 kg · approximate insulated weight

Single-line and conductor gaugeLive scaled blueprint
MAIN PANELSingle-phase 240 VEMT · 60 ft · 8 AWG · 8.37 mm²Branch circuit40 ASelected gauge8 AWGaluminum8 AWGDrop 1.56%End 236.2 VLoss 150 W

Circle diameters track circular mils. The drawing is a schematic, not a conduit-fill layout.

Bill of materials and shopping list
ItemNetWasteOrderUnit priceLine totalSource Spec Material / Tool
copper 8 AWG · 8.37 mm²60 ft one waycuts excluded3 conductorsUSD$241.80Source Spec Material / Tool
EMT conduit60 ft—60 ftUSD$111.00Source Spec Material / Tool
40 A breaker2-pole—1Match the calculated load—Source Spec Material / Tool

Source links open a product search on the Amazon storefront for the selected currency. SiteSpecCalc may earn a commission. The link does not change the quantities above.

Copper versus aluminum at this run
MaterialMinimum sizemm²DropEnd voltageLoss
copper8 AWG · 8.37 mm²8.41.56%236.2 V150 W
aluminum8 AWG · 8.37 mm²8.42.57%233.8 V247 W
Same load at other one-way distances
DistanceMinimum sizeDropPercentEnd voltage
60 ft8 AWG · 8.37 mm²3.75 V1.56%236.2 V
85 ft8 AWG · 8.37 mm²5.31 V2.21%234.7 V
Show the deterministic formula

Single phase: Vdrop = 2 × K × I × D / cmil. Three phase: Vdrop = 1.732 × K × I × D / cmil. K is 12.9 for copper and 21.2 for aluminum. D is one-way feet.

Percent drop = Vdrop ÷ source voltage × 100. Green is 3% or less, amber is 3 to 5%, and red is over 5%. Power loss is I²R on the current-carrying conductors.

The smallest conductor that meets both the ampacity (125% when continuous) and the drop limit is selected. Ampacity does not include bundling or temperature correction.

Engineering notes

The National Electrical Code (NEC) provides guidelines to ensure safe and efficient electrical installations. One important aspect is the 3% voltage drop rule, which suggests that for branch circuits, the voltage drop should not exceed 3% of the supply voltage to maintain performance and safety.

In the case of a 240V copper branch circuit carrying 40A over a distance of 60 feet, the NEC informational note indicates that while voltage drop is a consideration, derating of the conductors is not applied in this specific context. This means that you can use the full ampacity of the conductors without needing to adjust for the distance in this scenario.

Code reference

Refer to NEC Article 310 for conductor ampacity and Article 215 for branch circuit requirements.

Field questions

What is the 3% NEC informational note?
The 3% NEC informational note suggests that the voltage drop in branch circuits should not exceed 3% of the supply voltage to ensure efficient operation and safety.
Why is derating excluded for this circuit?
Derating is excluded in this case because the NEC allows for the full ampacity of the conductors to be used without adjustment for the distance involved, as long as the voltage drop remains within acceptable limits.
How do I calculate voltage drop for my circuit?
Voltage drop can be calculated using the formula: Voltage Drop (V) = (2 * Length of Circuit (ft) * Current (A) * Resistance of Conductor (Ω/ft)).
What type of conductor should I use for a 240V, 40A circuit?
For a 240V, 40A circuit, copper conductors with appropriate gauge should be used, typically a minimum of 8 AWG, but always refer to NEC guidelines for specific applications.

Explore Related Engineering Calculations