Voltage Drop Calculator

Free voltage drop calculator for 12V–240V circuits. Uses NEC Table 8 resistance (12 AWG = 1.93 Ω/1,000 ft) to check any run against the 3% guideline.

Enter four things — system voltage (12-volt DC through 240-volt AC), wire gauge from 14 AWG to 4/0 in copper or aluminum, one-way run length in feet, and load current in amps — and the calculator returns the voltage lost in the wire, the percent drop, the voltage that actually reaches your load, and a pass/fail verdict against the 3 percent guideline. Under the hood it runs Vdrop = 2 × I × R × L ÷ 1,000 with resistance values straight from NEC Chapter 9, Table 8 (12 AWG copper = 1.93 ohms per 1,000 feet). The tool exists because voltage drop is invisible until something misbehaves: a winch that stalls, an LED strip that shifts red at the far end, a fridge that resets. At 12 volts the margin is tiny — just 0.36 volts of drop eats the whole 3 percent budget — so a wire that would be fine in a house can fail in a van. Check before you buy copper.

How do you calculate voltage drop?

Multiply 2 × current (amps) × wire resistance (ohms per 1,000 feet) × one-way length (feet), then divide by 1,000. The 2 accounts for the round trip out and back. Example: 20 feet of 12 AWG copper (1.93 ohms per 1,000 feet from NEC Table 8) carrying 15 amps drops 2 × 15 × 1.93 × 20 ÷ 1,000 = 1.16 volts — 9.6 percent of a 12-volt system, but under 1 percent at 120 volts.

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Voltage Drop Calculator

Voltage Drop
1.16 V (9.6%)
Voltage at Load
10.84 V
vs 3% Guideline
✗ EXCEEDS — go up a gauge or two
ℹ️ Vdrop = 2 × amps × Ω/1000ft × one-way feet ÷ 1000, resistances from NEC Chapter 9 Table 8. This estimates drop for DIY low-voltage work — ampacity (safe current) is a separate constraint, and mains wiring must follow the NEC with a licensed electrician.

How the Voltage Drop Formula Works

The calculator above runs one equation: Vdrop = 2 × I × R × L ÷ 1,000, where I is load current in amps, R is conductor resistance in ohms per 1,000 feet, and L is the one-way run length in feet. The 2 is the part people forget: current travels out to the load on one conductor and back on the other, so a 20-foot run means 40 feet of wire resisting the flow. R comes from NEC Chapter 9, Table 8, the code’s official conductor-properties table — 12 AWG uncoated copper is 1.93 ohms per 1,000 feet, 10 AWG is 1.21, 6 AWG is 0.491. Plug in a realistic 12-volt example: 20 feet of 12 AWG feeding a 15-amp load gives 2 × 15 × 1.93 × 20 ÷ 1,000 = 1.16 volts of drop. On a 120-volt circuit that’s under 1 percent — invisible. On a 12-volt battery bank it’s 9.6 percent, and the load sees only 10.8 volts, low enough to trigger the 10.5-volt alarm on many inverters. Same wire, same current, radically different outcome.

The 3% Rule Is a Recommendation, Not a Mandate

The pass/fail verdict in the calculator uses the National Electrical Code’s best-known guideline: keep branch-circuit voltage drop under 3 percent, and the combined feeder-plus-branch drop under 5 percent. Read the fine print, though — that figure lives in Informational Note No. 4 under NEC 210.19(A), and Section 90.5 says informational notes are explanatory only, not enforceable requirements. An inspector working from the base NEC cannot fail your wiring for a 4 percent drop. Two caveats matter. First, some jurisdictions and energy codes do adopt voltage-drop limits as binding rules, so local amendments can turn the suggestion into law. Second, the NEC itself makes drop mandatory in a few special cases — Article 647 holds circuits for sensitive electronic equipment to 1.5 percent on the branch and 2.5 percent combined, with the word ‘shall.’ For hobby and off-grid DC work, treat 3 percent as an engineering target rather than a legal line: motors run cooler, LED strips stay uniform, and chargers see the voltage they expect.

Why 12-Volt Systems Punish Thin Wire

Voltage drop punishes low-voltage systems twice. First, moving the same power takes more current: a 100-watt load draws 8.3 amps at 12 volts but only 0.83 amps at 120 volts, and drop scales directly with amps. Second, the allowance is smaller in absolute terms — 3 percent of 12 volts is just 0.36 volts of headroom, versus 3.6 volts on a 120-volt circuit. Stack the two effects and the numbers turn dramatic. Take 12 AWG copper carrying 15 amps: it stays inside 3 percent for about 62 feet one-way at 120 volts, but only about 6 feet at 12 volts. That’s why wiring in RVs, boats, camper vans, and solar sheds looks absurdly thick to anyone used to house circuits, and why a 25-foot LED strip fed with skinny wire dims and color-shifts at the far end. It’s also the argument for 48-volt battery banks: for the same load power, 48 volts tolerates sixteen times the run length of 12 volts on identical wire — four times from carrying a quarter of the current, four times from having a 1.44-volt drop budget instead of 0.36. When you can’t raise the voltage, raise the copper.

Copper vs Aluminum: The 1.65× Penalty

Flip the calculator’s material toggle and the drop jumps by roughly 65 percent. NEC Chapter 9, Table 8 puts aluminum at about 1.65 times the resistance of copper in every gauge: 12 AWG aluminum is 3.18 ohms per 1,000 feet versus 1.93 for copper, 10 AWG is 2.00 versus 1.21, 6 AWG is 0.808 versus 0.491, and 4/0 is 0.100 versus 0.0608. The working conversion is two gauge steps — aluminum two sizes larger matches copper almost exactly. Check it against the table: 4 AWG aluminum at 0.508 ohms sits a hair above 6 AWG copper at 0.491, and 2 AWG aluminum at 0.319 tracks 4 AWG copper at 0.308. Aluminum still earns its place on big feeders, where it costs far less per foot and weighs half as much, which is why 200-amp service-entrance cable is almost always aluminum. For small-gauge, low-voltage DC work the choice usually makes itself: aluminum below 8 AWG is hard to buy, terminations are fussier, and marine standards call for stranded copper throughout. When in doubt, run the number both ways above and let the percent column decide.

Ampacity and Voltage Drop Are Different Questions

A wire can be perfectly safe and completely inadequate at the same time. Ampacity — the current a conductor can carry without overheating — is what NEC Table 310.16 governs, and it doesn’t change with length: 12 AWG copper NM cable is protected at 20 amps whether the run is 5 feet or 500. Voltage drop grows with every foot. The 20-foot, 15-amp example above proves the gap: 12 AWG is thermally fine at 15 amps, yet on a 12-volt system it delivers only 10.8 volts to the load. To fix drop you upsize, and the math is friendly: resistance halves roughly every three gauge numbers, so each 3-AWG jump cuts the drop in half. Walking that same 20-foot, 15-amp, 12-volt run up the table: 10 AWG still drops 6 percent, 8 AWG drops 3.8 percent, and 6 AWG finally passes at 2.5 percent. A workable rule of thumb for 12-volt systems: any run past about 15 feet should be sized by voltage drop, not ampacity, because drop will demand more copper than heat does. Always satisfy both constraints — ampacity sets the floor, drop usually sets the answer.

When to Call an Electrician

This calculator is an estimator for hobby and low-voltage DIY work: RV and camper builds, boat wiring, off-grid solar, LED strips, trolling motors, garden lighting, ham-radio power runs. For those jobs it will keep you out of the classic traps — browned-out fridges, flickering strips, chargers that never finish. It is not a substitute for NEC compliance on mains wiring. Real branch-circuit design also involves ampacity with temperature and bundling corrections, terminal temperature ratings, conduit fill, overcurrent protection, and AC effects the DC formula ignores — Table 9 impedance values differ from Table 8 resistance once conductors get large or power factor drops. The math here uses DC resistance, which is accurate for DC systems and conservative-to-close for 120/240-volt AC at these gauges. If the project involves 120 or 240 volts in fixed wiring — a subpanel, a hot-tub feeder, a detached-garage run — it likely needs a permit, and a licensed electrician will size conductors against the full code, not one informational note. Use this page to sanity-check a quote or plan wire purchases, not to skip the pro.

Key Information

ParameterDetails
Voltage drop formulaVdrop = 2 × I × R × L ÷ 1,000
12 AWG copper resistance (NEC Ch. 9, Table 8)1.93 Ω per 1,000 ft
NEC recommended limit (Informational Note)3% branch / 5% total
Aluminum vs copper resistance~1.65× higher per gauge

Frequently Asked Questions

How do you calculate voltage drop?

Multiply 2 × current (amps) × wire resistance (ohms per 1,000 feet) × one-way length (feet), then divide by 1,000. The 2 accounts for the round trip out and back. Example: 20 feet of 12 AWG copper (1.93 ohms per 1,000 feet from NEC Table 8) carrying 15 amps drops 2 × 15 × 1.93 × 20 ÷ 1,000 = 1.16 volts — 9.6 percent of a 12-volt system, but under 1 percent at 120 volts.

What is an acceptable voltage drop?

Keep it under 3 percent on a branch circuit and 5 percent total including the feeder — the NEC’s recommendation in Informational Note No. 4 to 210.19(A). Those figures are advisory, not enforceable, though some local codes adopt them as law. Sensitive-electronics circuits under NEC Article 647 face a mandatory 1.5 percent limit. For 12-volt DC gear, 3 percent means losing no more than 0.36 volts.

What size wire do I need for 30 amps at 12 volts?

For a 15-foot one-way run, 4 AWG copper — it drops 0.28 volts (2.3 percent), while 6 AWG fails at 3.7 percent. Stretch the run to 25 feet and you need 2 AWG (0.29 volts, 2.4 percent), because 4 AWG would drop 3.9 percent. Distance matters as much as current at 12 volts, so run your exact length through the calculator above before buying cable.

Are these calculators free to use?

Yes, all calculators on CalcCorp are completely free — no registration, no login, no hidden charges. Results are calculated instantly in your browser and we do not store any of your data.

How accurate are these calculations?

Our calculators use standard financial formulas updated with the latest tax rates, interest rates, and government policies for 2026. Results are accurate for planning purposes but should be verified with a professional for final decisions.

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Last updated: August 2026