Single-Phase AC
HP = V × I × PF × η ÷ 745.6999
Calculate shaft horsepower, input power, torque, current, voltage, efficiency, motor sizing, energy use, losses, and operating costs for AC and DC motors.
Select a mode. The form reveals the relevant inputs automatically.
Compare annual energy consumption and cost for two motors.
Reference examples for common motor calculations.
| Example | Motor Type | Inputs | Efficiency | Result |
|---|---|---|---|---|
| 1 | Single-phase AC | 230 V, 10 A, PF 0.85 | 85% | 2.23 hp |
| 2 | Three-phase AC | 460 V, 10 A, PF 0.85 | 90% | 8.18 hp |
| 3 | DC motor | 120 V, 15 A | 88% | 2.12 hp |
| 4 | Torque and speed | 50 N·m, 1750 RPM | Not needed | 12.29 hp |
| 5 | Current estimate | 10 hp, 460 V, 3-phase, PF 0.85 | 90% | 11.90 A |
| 6 | Motor sizing | 8 hp load, SF 1.15, 10% margin | Not needed | 15 hp standard size |
| 7 | Energy cost | 20 hp, 75% load, 4,000 h/year | 92% | 48,633 kWh/year |
| 8 | Horsepower conversion | 25 hp | Not needed | 18.6425 kW |
| 9 | Kilowatt conversion | 7.5 kW | Not needed | 10.06 hp |
| 10 | Torque estimate | 15 hp, 1750 RPM | Not needed | 61.04 N·m |
HP = V × I × PF × η ÷ 745.6999
HP = √3 × V × I × PF × η ÷ 745.6999
HP = V × I × η ÷ 745.6999
HP = Torque in N·m × RPM ÷ 7121.0
Rearrange the selected AC or DC horsepower equation.
Efficiency = mechanical output power ÷ electrical input power.
Required HP = load HP × service factor × safety allowance.
Input kW = shaft HP × 0.7456999 × load fraction ÷ efficiency.
Use measured values when possible. Nameplate values describe rated operation. Actual values change with load, voltage, temperature, and motor condition.
The latest 25 successful calculations are kept in the current browser session.
No calculations have been saved in this session.
Horsepower describes a motor’s mechanical output rate. It does not directly equal electrical input. Motor losses make input power larger than shaft power.
Electrical input enters the motor terminals. Mechanical output leaves the shaft. Efficiency connects these values and accounts for total losses.
Single-phase motors use voltage, current, power factor, and efficiency. They often serve smaller pumps, fans, tools, and household equipment.
Three-phase power includes the square-root-of-three factor. Use line voltage and line current unless a phase-specific calculation is required.
Basic DC input power equals voltage multiplied by current. Multiply by efficiency to estimate available mechanical shaft power.
Power factor compares real power with apparent power. A lower power factor requires more current for the same useful real power.
Efficiency changes with motor size and load. Premium motors can reduce annual losses where operating hours and electricity prices are high.
Power depends on torque multiplied by angular speed. High torque at low speed can equal low torque at high speed.
Size motors for the real load, starting duty, ambient conditions, service factor, and operating cycle. Excessive oversizing can reduce efficiency.
Starting current may greatly exceed running current. Heavy inertia or loaded starts can require special controls and a suitable torque curve.
Annual cost depends on input kilowatts, operating hours, loading, efficiency, and electricity price. Small efficiency gains can become significant.
Always compare calculated values with the motor nameplate, manufacturer documentation, applicable codes, and measured operating conditions.
This calculator reports total estimated loss from input and output power. A detailed loss split requires manufacturer test data or measured motor parameters.
Multiply line voltage, line current, power factor, efficiency, and the square root of three. Divide the result by 745.6999 watts per mechanical horsepower.
Either format works. Values greater than one are interpreted as percentages. A value of 90 becomes 0.90 internally.
Use line-to-line voltage with line current in the standard three-phase formula. Phase values require a different arrangement.
Motor efficiency is below 100 percent. Winding, magnetic, mechanical, and stray losses reduce usable shaft output.
No. Basic DC power equals voltage multiplied by current. Power factor applies to alternating-current circuits.
No. Breaker, conductor, overload, and disconnect sizing depend on electrical codes, motor tables, starting current, installation conditions, and local rules.
Torque measures twisting force. Horsepower measures the rate of doing work. Speed connects them through angular motion.
No. Excessive oversizing can increase cost, reduce efficiency, and create control problems. Size the motor for load and duty requirements.
Actual motor performance depends on supply quality, winding temperature, rotor slip, load profile, harmonic content, cooling, enclosure, altitude, service factor, mechanical condition, and manufacturer tolerances. Variable-frequency drives may introduce harmonic current, switching loss, reduced cooling at low speed, and voltage stress.
For safety-critical equipment, verify the result with the motor nameplate and manufacturer curves. A qualified electrical professional should confirm protection, wiring, controls, grounding, and installation requirements.
Important Note: All the Calculators listed in this site are for educational purpose only and we do not guarentee the accuracy of results. Please do consult with other sources as well.