Calculate torque, power, and speed for any electric motor instantly.
Staring at a motor nameplate, trying to figure out how much torque it produces? You’re not alone. Motor specs often give you horsepower and RPM, but what about the torque value that actually matters for your application? Nowhere to be found.
This calculator solves that problem. Enter any two values β power, torque, or speed β and instantly get the third. Works with HP, kW, lb-ft, Nm, and RPM. No more hunting for formulas or converting between units manually.
Select what you want to calculate and get your answer in seconds.
π Torque Results
π All Torque Units
π Power Results
β‘ All Power Units
π Speed Results
π All Speed Units
π How to Use This Calculator
Select Calculation
Choose whether to calculate torque, power, or speed
Enter Known Values
Input the two values you know with correct units
Click Calculate
Get instant results in multiple units
Use Results
Copy or use the calculated values for your application
βοΈ Understanding Motor Torque, Power & Speed
π What is Torque?
Torque is the rotational force that the motor shaft can deliver. It determines how much “twisting power” is available to move a load.
Units: lb-ft, Nm, oz-in, kg-m
High torque motors are ideal for starting heavy loads, conveyors, and applications requiring strong initial force.
β‘ What is Power?
Power is the rate of doing work. It represents how quickly the motor can deliver energy to perform a task.
Units: HP (Horsepower), kW, Watts
Power = Torque Γ Speed. A motor can produce the same power with high torque/low speed OR low torque/high speed.
π What is Speed?
Speed (RPM) indicates how fast the motor shaft rotates per minute. It’s determined by motor design and electrical frequency.
Units: RPM, RPS, rad/s
Common speeds: 3600, 1800, 1200, 900 RPM (synchronous) or slightly less under load.
π Motor Torque Formulas
Calculate Torque (Imperial)
Result in lb-ft. The constant 5252 = 33,000 Γ· (2Ο), where 33,000 is ft-lb/min per HP.
Calculate Torque (Metric)
Result in Nm. The constant 9549 = 60,000 Γ· (2Ο).
Calculate Power (Imperial)
Where T is in lb-ft. Use this when you know torque and speed.
Calculate Power (Metric)
Where T is in Nm. Converts rotational force to power output.
Calculate Speed
Or use kW version: RPM = (kW Γ 9549) Γ· T(Nm)
General Formula
Where P = Power (Watts), T = Torque (Nm), Ο = Angular velocity (rad/s)
π Common Electric Motor Ratings
| Power (HP) | Power (kW) | @ 1800 RPM (lb-ft) | @ 1800 RPM (Nm) | @ 3600 RPM (lb-ft) |
|---|---|---|---|---|
| 1/4 | 0.19 | 0.73 | 0.99 | 0.36 |
| 1/2 | 0.37 | 1.46 | 1.98 | 0.73 |
| 1 | 0.75 | 2.92 | 3.96 | 1.46 |
| 2 | 1.5 | 5.84 | 7.92 | 2.92 |
| 5 | 3.7 | 14.6 | 19.8 | 7.3 |
| 10 | 7.5 | 29.2 | 39.6 | 14.6 |
| 25 | 18.6 | 73 | 99 | 36.5 |
| 50 | 37.3 | 146 | 198 | 73 |
| 100 | 74.6 | 292 | 396 | 146 |
π Electric Motor Types
AC Induction Motors
Most common industrial motor. Runs at near-synchronous speed (1750, 3500 RPM). Reliable and low maintenance.
Synchronous Motors
Runs exactly at synchronous speed. Used for precision applications and power factor correction.
DC Motors
Excellent speed control. High starting torque. Used in variable speed applications.
Brushless DC (BLDC)
High efficiency, low maintenance. Common in EVs, drones, and precision equipment.
Servo Motors
Precise position control. High torque at low speeds. Used in robotics and CNC machines.
Stepper Motors
Discrete step positioning. Open-loop control. Popular in 3D printers and automation.
π Unit Conversion Reference
π Torque-Speed Relationship
π The Power-Torque-Speed Triangle
Power, torque, and speed are interconnected. At constant power:
- Higher speed = Lower torque
- Lower speed = Higher torque
This is why gear reducers are used β they trade speed for increased torque.
βοΈ Using Gear Reducers
A gear reducer (gearbox) changes the torque-speed relationship:
- 10:1 ratio: Speed Γ· 10, Torque Γ 10
- Allows small motors to drive heavy loads
- Some efficiency loss (typically 2-5% per stage)
π Base Speed vs Field Weakening
DC and VFD-controlled motors have two operating regions:
- Below base speed: Constant torque available
- Above base speed: Constant power (torque decreases)
Important for applications requiring wide speed ranges.