VALICALC · ENGINEERING WORKFLOW

Three-phase motor power and current check

Separate shaft output, real input power, apparent power and running current for a balanced three-phase motor; carry a checked current into a cable calculation.

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What do I need to know first?

  • Shaft rating, line-to-line voltage, efficiency and power factor
  • Measured line current if checking an operating motor
  • Whether the load is balanced and which power value was measured

Goal and model boundaries

Reconcile motor kW/HP, efficiency and power factor with a balanced three-phase operating current and power budget.

  • The model assumes a balanced sinusoidal system; it does not diagnose phase imbalance or harmonics.
  • Current scenarios are conditional estimates, not a regulatory full-load current table.
  1. Keep shaft and input power separate

    Convert the nameplate unit and enter the operating η and PF.

    Pinput = Pshaft / η; I = Pinput / (√3 × VLL × PF).

    Expected output
    Estimated running current and real input power.
    Next step
    Use the electrical power tool to compare measured current with the estimate.
  2. Reconcile measured electrical power

    Use measured voltage/current with the stated PF.

    P = √3 × VLL × I × PF; apparent power excludes PF.

    Expected output
    Real power, kVA and reactive-power estimate for the balanced model.
    Next step
    Investigate inconsistent nameplate or measured assumptions before sizing the cable.
  3. Carry the checked current onward

    Enter the confirmed operating current, candidate conductor and run.

    A resistive steady-state cable model checks drop; motor starting requires separate data.

    Expected output
    A running voltage-drop estimate.
    Next step
    Use the motor cable workflow for conductor lookup and an explicit independent ampacity review.

Units and context

  • For three phase, enter VLL, not phase-to-neutral voltage.
  • kW measures real power; kVA is apparent power. HP here is mechanical horsepower.

Common mistakes to avoid

  • Confusing power factor with efficiency
  • Using single-phase equations for a three-phase supply
  • Applying a capacitor correction without a harmonic/resonance assessment

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