Voltage Drop Calculator: Wire Size, AWG, % Drop & NEC

Voltage Drop Calculator

Estimate conductor voltage drop, percent drop, voltage at the load, and NEC compliance for copper or aluminum wire using the circular-mil resistivity method for DC, single-phase, and three-phase circuits.

Real Wiring Presets

🔌Circuit Inputs

Distance from source to load; the formula doubles it for the return path.

Use 1.0 for resistive loads; ignored for DC systems.

Voltage drop 0 V lost in the conductor
Percent drop 0% of source voltage
Voltage at load 0 V delivered to the device
NEC compliance -- vs selected target

🔢Formula Snapshot

KResistivity ohm-cmil/ft
ILoad amps
LOne-way feet
CMCircular mils

📏AWG Circular Mils & Resistance

Wire SizeCircular MilsCopper Ω/1000ftAluminum Ω/1000ftTypical Use
14 AWG4,1073.145.1715A lighting
12 AWG6,5301.983.2520A receptacles
10 AWG10,3801.242.0430A dryer/AC
8 AWG16,5100.7781.2840A range
6 AWG26,2400.4910.80855A feeder
4 AWG41,7400.3080.50870A subpanel
2 AWG66,3600.1940.31995A service
1/0 AWG105,6000.1220.201125A feeder
2/0 AWG133,1000.09670.159150A service
4/0 AWG211,6000.06080.100200A service

📊NEC Recommended Drop & Ampacity

Circuit TypeNEC GuidanceRecommended DropExample SystemMax Drop (V)
Branch circuit210.19(A) note3% max120 V3.6 V
Feeder only215.2(A) note3% max240 V7.2 V
Feeder + branchCombined note5% max120 V6.0 V
Sensitive loadDesign practice2% max208 V4.16 V
Motor branch430 general3% max480 V14.4 V
Low-voltage DCDesign practice3% max12 V0.36 V
Wire SizeCopper 60°CCopper 75°CAluminum 75°CCommon Breaker
14 AWG15 A20 A--15 A
12 AWG20 A25 A20 A20 A
10 AWG30 A35 A30 A30 A
8 AWG40 A50 A40 A40 A
6 AWG55 A65 A50 A50 A
4 AWG70 A85 A65 A70 A
2 AWG95 A115 A90 A90 A
1/0 AWG125 A150 A120 A125 A
2/0 AWG145 A175 A135 A150 A
4/0 AWG195 A230 A180 A200 A

🗂Voltage Drop Comparison Grid

ScenarioWireAmpsLengthVoltageApprox DropPercent
Kitchen receptacle12 AWG Cu20 A100 ft120 V~7.9 V~6.6%
Detached shop feed10 AWG Cu30 A150 ft240 V~11.2 V~4.7%
EV charger circuit6 AWG Cu50 A60 ft240 V~3.0 V~1.2%
Subpanel feeder2 AWG Cu100 A120 ft240 V~4.7 V~1.9%
Well pump run10 AWG Cu12 A250 ft240 V~7.5 V~3.1%
Landscape lighting12 AWG Cu8 A80 ft12 V~2.5 V~21%
Aluminum feeder4 AWG Al90 A110 ft240 V~10.1 V~4.2%
Motor branch 3ph8 AWG Cu40 A200 ft480 V~8.1 V~1.7%

Full Formula Breakdown

Resistivity KK = 12.9 ohm-cmil/ft for copper and 21.2 for aluminum. Aluminum resists roughly 64% more, so it drops more voltage for the same size.
Single-phase & DCVdrop = (2 × K × I × L) / CM. The 2 accounts for the current traveling out and back along both conductors.
Three-phaseVdrop = (1.732 × K × I × L × PF) / CM. The square root of 3 (1.732) replaces the factor of 2 for balanced three-phase.
Circular milsCM is the conductor cross-section: 14 AWG = 4,107 and each size up roughly doubles every three gauges. Bigger CM means less drop.
Parallel setsRunning conductors in parallel divides the effective drop: total CM = single CM × number of sets, cutting the drop proportionally.
Percent & at loadPercent drop = Vdrop / source × 100. Voltage at load = source – Vdrop. NEC recommends 3% branch and 5% total.
Ohms methodAlternative check: Vdrop = I × (R/1000) × (2 × L) using the ohms-per-1000ft table above for single-phase or DC.

📋Reference Values

MaterialK (ohm-cmil/ft)Relative DropNotes
Copper12.9BaselineStandard building wire, best conductivity per size
Aluminum21.2~1.64× moreCommon for feeders; upsize to match copper drop
Copper-clad Al~16.0~1.24× moreLess common; between copper and aluminum
Silver (ref)~11.0~0.85×Best conductor but rarely used in building wire

💡Practical Wiring Tips

Length tip: Enter the one-way run only. The formula multiplies by 2 for single-phase and DC because current flows out to the load and back through the neutral.
Upsize tip: If percent drop fails the NEC 3% target, step up one wire size. Each larger AWG adds circular mils, which lowers the drop proportionally without changing the load.

Flipping a switch doesn’t just cause lights to dim; they vanish. Physics is against bad planning, so well pump struggles along until it shuts down altogether. Electricity are stolen on its way to where it is being used. The further away from the panel, the smaller the wire, the higher the loss… but how much?

This calculator figures math for you: how far can electricity make it before it’s all used up? Knowing these figure helps keep your equipment running well and safely.

How to Choose the Right Wire Size

The resistance are present with every conductor and resists flow of electricity. In electrical terms it’s driven by length and wire gauge. For wire, the cross-sectional area of the strand (copper/aluminum) is measured in something called circular mils. The higher the number, the more metal you have for electrons to pass through; therefore, the lower the resistance. Increasing the wire size by one step reduce the resistance because the shape change. No hidden trick in the code here.

Just as important as size is material you choose. Copper will cost more and weigh more but, for any given physical size, it transmits roughly 64 percent more efficient than aluminum. So you can’t just substitute one for another without accounting of this fact. The calculator uses a resistivity constant of typically 12.9 for copper and 21.2 for aluminum. In other words, if you try to save some cash up front by going with aluminum instead, your gauge must be bigger down the road to get equivalent performance.

Branch circuits is relatively short runs of wire. This means voltage drop remain reasonable on smaller copper gauges, so most homeowners go with that metal. Most DIYs gets burned by length. They measure it (point A to point B), put that into the calculator and then overlook fact that electricity must return. For DC and single-phase systems, formula basically doubles the length as current flows out to device and returns via a neutral wire. That means if you run one-hundred feet of cable, electrons have to cover two-hundred feet total.

Folks will see voltage decrease by say.01 per foot and think overall loss isn’t significant. With high-draw appliances such as an air conditioner or electric dryer, losses builds up rapidly when considering the round trip. The National Electrical Code makes recommendations rather than mandating hard-and-fast rules. Its suggestions include no more than a three-percent voltage drop for branch circuits and a five-percent total voltage drop for the feeder-plus-branch circuit. These aren’t hard and fast rules, but they is guidelines for performance, not for fire prevention.

If voltage is too low, you might not trip a breaker but you will draw more current which overheats motor. Motors require full voltage to get correct torque. Operating motors on low voltage means the motor work harder, wears out quicker and runs poorly. These include variable-speed drives, sensitive electronics, and LED lighting. Forget it. They’ll flat-out refuse to operate, turn off without warning or simply blink out of existance.

Real-world limitations is made vivid by the calculator’s pre-programmed scenarios. If you have a landscape lighting loop or plan to feed a subpanel at opposite end of a big yard, use the same logic. Make sure wire is thick enough for the run. Match the material to the load and repeat. It’s not rocket science. It’s making sure the device gets just enough power from right source to do its job.

Result? This provides quiet, worry-free, and reliable power that never asks for anything.

Voltage Drop Calculator: Wire Size, AWG, % Drop & NEC