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Voltage Drop Calculator per AS/NZS 3008.1.1:2017 for Industrial Installations

AS/NZS 3008.1.1:20172017Industrial Installations

Industrial voltage drop under AS/NZS 3008.1.1:2017 is limited to 5% per Clause 4.4.3, measured from the point of supply to the equipment terminals. Table 25 (copper) and Table 26 (aluminium) provide mV/A/m values, with Table 42 supplying three-phase correction factors. Long cable runs to remote plant, motor starting currents, and power factor effects require careful analysis.

Quick Reference Table

AS/NZS 3008.1.1:2017 Voltage Drop Data — IndustrialAS/NZS 3008.1.1:2017 (2017)
ParameterValue / RequirementClause Reference
Maximum voltage drop5% of nominal (20 V at 400 V three-phase)Clause 4.4.3
Copper conductor mV/A/mPer CSA, includes resistance and reactance componentsTable 25
Aluminium conductor mV/A/mHigher values than copper for equivalent CSATable 26
Three-phase correction factor0.866 applied to single-phase mV/A/m valuesTable 42
Calculation formulaVD = (mV/A/m × Ib × L) / 1000Clause 4.4.3.1
Power factor correctionSeparate R and X components for non-unity pf loadsClause 4.4.3.2

How to Calculate Voltage Drop for Industrial Installations

  1. 1

    Survey the cable route and measure lengths

    Industrial plants often have cable runs of 100-500 m from the main switchroom to remote motor control centres, pump stations, or process equipment. Measure the actual route length along cable trays, through underground ducts, and across pipe racks.

  2. 2

    Determine design current and power factor

    Use the motor nameplate FLC or process load maximum demand. Record the power factor — industrial motors typically run at 0.8-0.9 pf lagging. For large cables above 50 mm², the reactive component of voltage drop becomes significant per Clause 4.4.3.2.

  3. 3

    Select cable material and look up mV/A/m

    Choose copper (Table 25) or aluminium (Table 26). For three-phase circuits, apply the 0.866 correction from Table 42. For cables above 50 mm², use the separate R and X columns to account for power factor: mV/A/m = R×cos φ + X×sin φ.

  4. 4

    Calculate voltage drop for each circuit

    Apply VD = (mV/A/m × Ib × L) / 1000 for each feeder and final circuit. Sum the drops from the main switchboard through any intermediate distribution boards to the load. The total must not exceed 5% (20 V at 400 V).

  5. 5

    Evaluate motor starting voltage

    For direct-on-line motor starting, calculate the voltage at the motor terminals during the starting current (typically 6-7× FLC). While AS/NZS 3008 does not set a starting voltage drop limit, motors generally require 80% of nominal voltage to develop sufficient starting torque. AS/NZS 3000 Clause 5.5 covers motor starting provisions.

  6. 6

    Document and optimise

    If the voltage drop exceeds 5%, consider upsizing the cable, relocating distribution boards closer to loads, or using parallel cable runs. For very long runs, voltage regulation equipment or on-site substations may be more economical than oversized cables.

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BS 7671 vs AS/NZS 3008 Cable Sizing Comparison

ParameterBS 7671AS/NZS 3008
RegionUnited KingdomAustralia & New Zealand
Voltage drop limit3% lighting / 5% other5% general (AS/NZS 3000 Table C7)
Reference ambient temp30°C air40°C air (Table 22)
Ampacity tablesAppendix 4 Tables 4D1A–4J4ATables 13–20 (by method)
Derating tablesCa, Cg, Ci, Cc factorsTables 22, 24, 25, 26 factors
Soil temp reference20°C25°C (Table 25)

Frequently Asked Questions

For a 300 m run at 400 V three-phase, the 5% limit gives 20 V maximum. If the pump draws 80 A, you need the mV/A/m value to be at most 20 × 1000 / (80 × 300) = 0.83 mV/A/m. From Table 25, a 185 mm² copper cable has a three-phase mV/A/m of approximately 0.26 mV/A/m, giving VD = 0.26 × 80 × 300 / 1000 = 6.2 V (1.6%) — well within limits. Alternatively, 150 mm² aluminium from Table 26 may suffice at lower cost.
Aluminium is typically chosen for feeders above 95 mm² where cable cost dominates. Although aluminium has roughly 1.6× the resistivity of copper (requiring a larger CSA for the same voltage drop), its cost per ampere-metre is lower. For a 200 m sub-main at 400 A, a 300 mm² aluminium cable may cost 40% less than the equivalent 185 mm² copper while meeting the same voltage drop requirement per Table 26.
Clause 4.4.3.2 recognises that for larger conductors, the reactive component of impedance contributes meaningfully to voltage drop. The standard provides separate R and X columns in Tables 25 and 26 for conductors above 50 mm². The effective mV/A/m is calculated as (R × cos φ) + (X × sin φ). For a motor load at 0.85 pf, neglecting reactance can underestimate the voltage drop by 5-10% on large cables.

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