RealVoltageDropCalculator
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Voltage Drop Calculator

Free online calculator for single phase and three phase cables, plus more electrical tools.

Electrical Tools

Calculate Voltage Drop

OK (≤3%)

Results

Voltage Drop

0.00V

Percentage Drop

0.00%

Voltage at Load

0.00V
* Disclaimer: Results are estimates based on standard copper/aluminium resistivity at 20°C. Always verify with local electrical codes.

How to Use the Voltage Drop Calculator

Choosing the right cable size is crucial for safety and efficiency. This free voltage drop calculator gives instant estimates. Follow these six steps.

  1. 1

    Choose the phase

    Select single phase (typically 120 V or 230 V for homes) or three phase (commonly 400 V or 415 V for commercial and industrial supplies).

  2. 2

    Choose the conductor

    Pick copper or aluminium. Copper has lower resistance, so it gives less voltage drop for the same size.

  3. 3

    Enter the supply voltage

    Type the voltage at your source in volts (V).

  4. 4

    Enter the load current

    Input the maximum expected current in amps (A). If you only know the wattage, use the Watts to Amps calculator first.

  5. 5

    Enter the cable length

    Enter the one-way distance from the power source to the load, in metres or feet. The formulas already account for the return path.

  6. 6

    Select the cable size

    Choose the cross-sectional area in mm². The results update instantly.

How Voltage Drop Is Calculated

Voltage drop occurs because every conductor has natural electrical resistance. The longer the wire or the higher the current, the greater the drop.

1. Resistance of the conductor

R = ρ × L / A
ρ (rho)
Resistivity at 20°C: 0.0175 Ω·mm²/m for copper and 0.0282 Ω·mm²/m for aluminium.
L
One-way cable length in metres.
A
Cross-sectional area of the cable in mm².

2. Single phase

Vd = 2 × I × R

Multiplying by 2 accounts for the outgoing and return conductors.

3. Three phase

Vd = √3 × I × R

√3 is approximately 1.732.

4. Percentage drop

Drop % = (Vd / V) × 100

Divide the voltage drop by the supply voltage and multiply by 100.

Worked Examples

Two typical cases, calculated step by step with the formulas above.

Single phase copper

  • System230 V, 20 A, single phase
  • CableCopper, 50 m, 4 mm²
  • Resistance0.0175 × 50 / 4 = 0.21875 Ω
  • Voltage drop2 × 20 × 0.21875 = 8.75 V
  • Percentage(8.75 / 230) × 100 = 3.80%
Over limit: 3.80%, above the common 3% guideline

Step up to 6 mm² to bring the drop to about 2.54%.

Three phase copper

  • System400 V, 50 A, three phase
  • CableCopper, 100 m, 16 mm²
  • Resistance0.0175 × 100 / 16 = 0.109375 Ω
  • Voltage drop1.732 × 50 × 0.109375 = 9.47 V
  • Percentage(9.47 / 400) × 100 = 2.37%
OK: 2.37%, within the 3% guideline

A 16 mm² cable is adequate for this run.

Copper vs Aluminium

Choosing between the two is a trade-off. Copper has lower resistivity, while aluminium is lighter and often more cost-effective for long, high-current runs, but needs a larger cross-section for the same voltage drop.

PropertyCopperAluminium
Resistivity at 20°C0.0175 Ω·mm²/m0.0282 Ω·mm²/m
Voltage drop at the same sizeLowerHigher
Size needed for the same dropSmallerSubstantially larger
Weight and costHeavier, usually costlierLighter, often cheaper
ConnectionsStandardNeed care (anti-oxidant paste) to prevent loosening

Common Mistakes and How to Reduce Drop

Common mistake:entering the round-trip distance instead of the one-way length. The formulas already account for the return path, which is why single phase multiplies by 2.

If your voltage drop is too high, you have three main ways to fix it:

  • Increase the cable size

    A thicker cable has lower resistance, so the voltage drop falls.

  • Shorten the distance

    Reroute the cable so the physical run is shorter.

  • Reduce the load

    Splitting the load into several circuits lowers the current on each wire.

Frequently Asked Questions

What is an acceptable voltage drop?
A common guideline is 3% for lighting circuits and 5% for other loads, but the limit depends on your local electrical code.
How does cable length affect voltage drop?
Voltage drop increases proportionally with cable length. As the cable gets longer, its total resistance increases, causing a greater loss of voltage along the run.
Should I use copper or aluminium?
Copper is a better conductor, meaning you can use a smaller cable for the same voltage drop. Aluminium is cheaper and lighter but has higher resistance, requiring a larger cross-sectional area to achieve the same performance.
What happens if the voltage drop is too high?
Equipment at the end of the cable receives less voltage than it needs. Lights may dim, motors can run hot or struggle to start, and electronics may behave unreliably. The lost voltage is also wasted as heat in the cable. Use a larger cable, a shorter run or a lower current to reduce it.
Why does single phase multiply by 2?
Current flows to the load and back again, so it passes through the cable twice. That is why single phase uses Vd = 2 × I × R, where R is the resistance of one conductor, and why you enter only the one-way length.
Which voltage should I enter for a three-phase system?
Enter the line-to-line voltage, such as 400 V or 415 V, depending on your supply. The percentage drop is calculated against the value you enter.
Is the cable length one-way or round-trip?
Enter the one-way distance from the supply to the load. The formulas already include the return path.
Does this calculator include temperature, power factor or reactance?
No. It uses conductor resistance at 20°C and ignores power factor and reactance. A loaded cable runs warmer than 20°C and its resistance rises, so the real drop is usually somewhat higher. Treat the result as an estimate and check final designs against your local standard.