Voltage drop calculator
Voltage drop calculator for New Zealand and Australia. Conductor impedance comes from AS/NZS 3008.1.2 or 3008.1.1, and the limit from AS/NZS 3000 Clause 3.6.2.
Inputs
Worked example with the default inputs. The live calculator replaces it when the page loads.
- Phases
- Three phase
- Voltage
- 400 V
- Design current
- 50 A
- Run length
- 60 m
- Power factor
- 0.9
- Standard
- NZ · AS/NZS 3008.1.2
- Cable
- 16 mm² Copper PVC 75 °C
- Cores
- Multicore
- Voltage drop limit
- 5 %
- System
- Low voltage (limit you set)
- Neutral current
- 0 A
Voltage drop
1.69%
- Voltage drop
- 6.74V
- Drop per amp metre
- 2.25mV/A·m
- Maximum length at limit
- 177.98m
- Voltage drop limit
- 5%
This result is a design aid. Verify it against the current standard.
Calculation steps
- Resistance1.4Ω/kmAS/NZS 3008.1.2:2017 Table 30 (Xc), Tables 34–35 (Rc) p.98, p.102–103
- Reactance0.09Ω/kmAS/NZS 3008.1.2:2017 Table 30 (Xc), Tables 34–35 (Rc) p.98, p.102–103
- mV/A·m2.25mV/A·mAS/NZS 3008.1.2:2017 Cl 4.5
- Voltage drop6.74V
- Voltage drop percent1.69%
- Voltage drop limit5%AS/NZS 3000:2018 Cl 3.6.2
- Maximum length177.98m
Questions
Each answer describes what this tool calculates. The result is a design aid. Verify against the current standard.
What does the voltage drop calculator do?
The tool reads the resistance and reactance of the conductor. It combines them at the power factor to get the drop in millivolts per amp metre. It then reports the drop in volts and the longest run that still meets the limit. It also gives the drop as a percent of the supply voltage.
What voltage drop limit does AS/NZS 3000 set?
The default limit is 5 percent and you can change it. Choosing extra-low voltage sets the limit to 10 percent from AS/NZS 3000:2018 Clause 7.5.7. A result above the limit is marked as a fail and a warning appears above 80 percent of the limit. Impedance comes from AS/NZS 3008.1.2:2017 Table 30 and Tables 34 to 35.
Which inputs change the voltage drop most?
Design current and run length scale the drop directly. Conductor size, material and insulation set the resistance and reactance. Power factor sets how much reactance adds to the drop. Cables in parallel divide both resistance and reactance by the number of cables.
Why does a three phase result differ from a single phase result?
The tool multiplies by the square root of three for a three phase result. It multiplies by two for a single phase result, because the current flows out and back. The same cable and current therefore give a different drop on each supply type.
Can I share or save a voltage drop result?
Yes. The phases, voltage, current, length, power factor, cable and limit all sit in the page address. Copy the link to send the same calculation to somebody else. Saving under a project name needs an account. In the Standard select, pick AS/NZS 3008.1.2 for New Zealand or AS/NZS 3008.1.1 for Australia, both 2017 editions.
Worked examples
- AS/NZS 3000 Clause 3.6.2: voltage drop limitWhat Clause 3.6.2 governs, how the 5 percent budget splits across mains and subcircuits, and a 25 A run over 35 m that returns 2.6 percent from the engine.
- Voltage drop with the mV/A·m methodHow the millivolt per amp metre method works, with a 32 A run over 25 metres on 6 mm² copper and the exact drop, percent and maximum length the tool returns.
Background
Clauses and tables this tool reads
- AS/NZS 3000:2018 Cl 3.6.2Voltage drop limit
- AS/NZS 3000:2018 Cl 7.5.7Extra-low voltage wiring, voltage drop limit
- AS/NZS 3008.1.2:2017 Cl 4.5Voltage drop method
- AS/NZS 3008.1.2:2017 Cl 4.6Voltage drop with an unbalanced load
- AS/NZS 3008.1.2:2017 Table 30, 34, 35Reactance at 50 Hz and a.c. resistance at 50 Hz
- AS/NZS 3008.1.1:2017 Table 30, 34, 35Reactance at 50 Hz and a.c. resistance at 50 Hz
Every clause and table, with how each was verified
Tables last checked on 24 Sept 2026.