15 A over 75 ft
- Percent drop
- 2.9775%
- Load voltage
- 116.427 V
- Wire resistance
- 1.588 ohms / 1000 ft
This is a simplified estimate. Use local electrical code, conductor temperature, material, raceway, and a licensed electrician for real installations.
Use this free voltage drop calculator to estimate volts dropped, percent drop, and load voltage for simple copper AWG wire runs before a qualified code check.

15 A over 75 ft
This is a simplified estimate. Use local electrical code, conductor temperature, material, raceway, and a licensed electrician for real installations.
Recent voltage drop estimates will appear here.
This is a planning estimate only. Electrical design should be checked by a qualified professional.
Inputs and recent answers stay in this browser tab and are not sent to a server.
Estimate voltage drop for a branch circuit run.
Compare common copper AWG wire sizes.
Check percent voltage drop from source voltage.
See load voltage after the estimated drop.
Explain why long, low-voltage, or high-current runs can lose more voltage.
Copy a planning result before checking equipment instructions and qualified electrical guidance.
3.573 V drop, 2.98% drop, 116.427 V load
3.7692 V drop, 1.57% drop, 236.2308 V load
2.0533 V drop, 0.99% drop, 205.9467 V load
0.3996 V drop, 1.67% drop, 23.6004 V load
9.09 V drop, 7.58% drop, 110.91 V load
2.2478 V drop, 1.87% drop, 117.7523 V load
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Plain-language answers about when to use the tool, what it does with your inputs, what to double-check, and how privacy works.
Use it when your task matches one of these common needs: Estimate voltage drop for a branch circuit run. Compare common copper AWG wire sizes. It works best when you already know the measurements, amounts, units, or options the page asks for.
In plain language: Voltage drop = current x copper resistance per foot x one-way length x circuit factor. Single-phase/DC uses factor 2; balanced three-phase uses sqrt(3). The examples on the page are there so you can compare your inputs with a worked example before copying the answer.
Source voltage: the voltage at the supply side before the wire run loses voltage. Current amps: the load current used for this estimate, not a breaker-size decision. One-way length: the source-to-load distance in feet. The calculator applies the return-path or three-phase factor. Copper wire size: the AWG size used to look up approximate copper resistance per 1,000 feet. Circuit type: single-phase/DC or balanced three-phase, which changes the circuit factor.
Read the headline answer, then check the supporting lines and examples to understand how the calculator got there. If one input changes, rerun the tool and compare the new answer instead of guessing.
Planning math only. It does not choose breaker or wire size and does not check ampacity, insulation, temperature, raceway fill, equipment instructions, or local code. Also check the unit, scale, mode, and result limit because small input changes can change the answer.
A simple single-phase or DC run uses an out-and-back path, so the factor is 2. A balanced three-phase estimate uses sqrt(3). Real installations can need more detailed impedance and code checks.
Enter one-way length from source to load. The calculator applies the circuit factor, so entering round-trip length would double-count the path for single-phase or DC runs.
No. It estimates voltage drop for the wire size you pick. Wire sizing also needs ampacity, insulation, conductor material, temperature, raceway fill, terminals, equipment instructions, and local code.
The same volt loss is a larger percentage of a small source voltage. A 0.4 V drop is small on 120 V, but much more noticeable on 12 V or 24 V systems.
No. This version uses approximate copper AWG resistance values. Aluminum conductors, hot conductors, conduit fill, and AC impedance can change the real result.
No. The calculator runs in your browser tab. Your recent answers stay only on the page while you use it, and they are not sent to a server.