Three-Phase Load Balance Calculator
Compare three measured or scheduled phase currents and show total, average, extremes, spread and peak deviation. It does not judge installation compliance.
Result
Formula
Calculation logicFormula definitions and substituted values.
Sum of phase currents (A)
L1 current (A) + L2 current (A) + L3 current (A)
L1 current (A) + L2 current (A) + L3 current (A)Average phase current (A)
(L1 current (A) + L2 current (A) + L3 current (A)) / 3
(L1 current (A) + L2 current (A) + L3 current (A)) / 3Highest phase current (A)
max(L1 current (A), L2 current (A), L3 current (A))
max(L1 current (A), L2 current (A), L3 current (A))Lowest phase current (A)
min(L1 current (A), L2 current (A), L3 current (A))
min(L1 current (A), L2 current (A), L3 current (A))Highest-to-lowest spread (A)
Highest phase current (A) - Lowest phase current (A)
Highest phase current (A) - Lowest phase current (A)Maximum deviation from average (A)
max(abs(L1 current (A) - Average phase current (A)), abs(L2 current (A) - Average phase current (A)), abs(L3 current (A) - Average phase current (A)))
max(abs(L1 current (A) - Average phase current (A)), abs(L2 current (A) - Average phase current (A)), abs(L3 current (A) - Average phase current (A)))Maximum deviation from average (%)
if Average phase current (A) > 0 then Maximum deviation from average (A) / Average phase current (A) * 100 else 0
if Average phase current (A) > 0 then Maximum deviation from average (A) / Average phase current (A) * 100 else 0Before relying on the result
- Compare phase currents after adding loads
- Quantify current imbalance from a known phase schedule
- Use the spread as a planning signal when reviewing the user-entered phase allocation.
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