Protective Earth Size from Active Conductor and Fault Duty
Combine a user-entered active-to-earth sizing ratio with an adiabatic fault-duty minimum for a protective conductor.
Result
Result
Formula
Calculation logicFormula definitions and substituted values.
Ratio-based minimum (mm²)
Active conductor area (mm²) * Active-to-PE ratio (%) / 100
Active conductor area (mm²) * Active-to-PE ratio (%) / 100Adiabatic minimum (mm²)
Fault current (A) * sqrt(Clearing time (s)) / Adiabatic k coefficient (A√s/mm²)
Fault current (A) * sqrt(Clearing time (s)) / Adiabatic k coefficient (A√s/mm²)Governing entered minimum (mm²)
max(Ratio-based minimum (mm²), Adiabatic minimum (mm²), Mechanical minimum area (mm²))
max(Ratio-based minimum (mm²), Adiabatic minimum (mm²), Mechanical minimum area (mm²))Selected PE margin (mm²)
Selected PE area (mm²) - Governing entered minimum (mm²)
Selected PE area (mm²) - Governing entered minimum (mm²)Result
The selected PE area is below the largest entered ratio, adiabatic or mechanical minimum. Review the fault duty, k basis and conductor selection. if Selected PE margin (mm²) < 0; The selected PE area meets the largest entered minimum for this arithmetic comparison. Confirm the applicable Australian sizing method, mechanical protection, terminations and installation conditions separately. otherwise
The selected PE area is below the largest entered ratio, adiabatic or mechanical minimum. Review the fault duty, k basis and conductor selection. if Selected PE margin (mm²) < 0; The selected PE area meets the largest entered minimum for this arithmetic comparison. Confirm the applicable Australian sizing method, mechanical protection, terminations and installation conditions separately. otherwiseBefore relying on the result
- Screen a PE size against active-conductor ratio and fault energy
- Show which of two minimums governs the selected PE
- Use the applicable AS/NZS 3000 sizing method, mechanical minimums and verified k coefficient; this calculator exposes entered assumptions only.
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