Motor Input/Output Efficiency
Calculate motor efficiency, power losses, and heat dissipation from electrical input and mechanical output measurements.
Formula
η = P_out / P_in × 100%, P_loss = P_in − P_out
How It Works
Worked Example
A 48 V BLDC motor draws 8.5 A while delivering 320 W of mechanical power. Step 1 — Electrical input power: P_in = V × I = 48 V × 8.5 A = 408 W Step 2 — Efficiency: η = (P_out / P_in) × 100 = (320 / 408) × 100 = 78.4% Step 3 — Total losses: P_loss = P_in − P_out = 408 − 320 = 88 W Step 4 — Temperature rise estimate (assuming natural convection, thermal resistance R_θ = 2 °C/W): ΔT = P_loss × R_θ = 88 × 2 = 176 °C above ambient Step 5 — Conclusion: The motor requires forced-air cooling or a heat sink. With a fan reducing R_θ to 0.5 °C/W: ΔT = 88 × 0.5 = 44 °C — acceptable for a motor rated to 85 °C rise.
Practical Tips
- ✓Run the motor at 70–85% of rated torque for best efficiency; design your gear ratio and load to place the operating point in this range
- ✓For battery-powered systems, measure total system efficiency (battery → controller → motor → load) rather than motor efficiency alone — controller losses of 5–15% significantly affect runtime
- ✓BLDC motors typically achieve 85–95% efficiency vs. 70–85% for brushed DC motors of similar size — the tradeoff is controller complexity and cost
Common Mistakes
- ✗Using rated efficiency at all operating points — motor efficiency at 10% load can be 20–30% lower than the peak-efficiency figure
- ✗Measuring only DC input power for a brushless motor controller — switching losses in the inverter are part of the system loss and must be included
- ✗Ignoring power factor for AC induction motors — a poor power factor means higher apparent power (kVA) even if real power (kW) efficiency looks good
Frequently Asked Questions
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