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Use our 3 phase motor torque calculator to find motor torque from power, speed, voltage, current, power factor, and motor efficiency.
A motor turns power into motion. Torque tells you how hard it can turn.
Our 3 phase motor torque calculator makes this job fast. You can find torque from motor power and speed. You can also use voltage, current, power factor, and motor efficiency.
This tool helps with motor checks to prevent motor overload, load work, and basic motor design. It can help you with electric motor sizing before you pick a drive or load.
You don't need to do long math by hand. Just enter the right values and let the tool do the work.
The main 3 phase motor torque formula is:
Torque = (9550 × Power in kW) ÷ Speed in RPM
Here:
Power means motor output power in kW.
Speed means motor speed in RPM.
Torque comes out in N·m.
For example, a 15 kW motor runs at 1,480 RPM.
Torque = (9550 × 15) ÷ 1480
Torque = 96.79 N·m
So, the motor gives about 96.79 N·m of shaft torque.
This is the best formula when you know the motor's real output power.
You can also find torque from motor electrical data.
First, find three phase input power:
Input Power = √3 × Voltage × Current × Power Factor
Then find motor output power:
Output Power = Input Power × Efficiency
Next, use:
Torque = (9550 × Output Power in kW) ÷ Speed in RPM
So, the full 3 phase AC motor torque formula is:
Torque = (9550 × √3 × Voltage × Current × Power Factor × Efficiency) ÷ (1000 × RPM)
Use efficiency as a decimal. For example, 90% becomes 0.90.
This method works well when you know the motor's electrical data.
That's it. The calculator does the math for you.
Let's use a simple motor example.
The motor has 400 V line voltage. It draws 15 A. Its power factor is 0.85. Its efficiency is 90%. The speed is 1,450 RPM.
First, find input power:
Input Power = 1.732 × 400 × 15 × 0.85
Input Power = 8,833.46 W
Now find output power:
Output Power = 8,833.46 × 0.90
Output Power = 7,950.11 W
Convert watts to kW:
Output Power = 7.95 kW
Now find torque:
Torque = (9550 × 7.95) ÷ 1450
Torque = 52.37 N·m
So, the motor torque is about 52.37 N·m.
This is a simple three phase motor torque calculation. It also shows how three phase motor power calculation links to torque.
For a 3 phase electric motor torque calculation, you need the right voltage type. This calculator uses line-to-line voltage with line current.
Our 3 phase motor torque calculator gives you a quick way to find motor shaft torque. You can use motor output power and speed. You can also use key electrical values.
The main 3 phase induction motor torque formula is:
Torque = (9550 × Output Power in kW) ÷ RPM
For an electrical input method, use voltage, current, power factor, and efficiency.
This tool is useful for motor sizing, load checks, and basic engineering work. It can also help with motor power and torque checks.
Keep in mind that starting torque is different from running torque. Starting torque needs motor data from the maker. The same applies to pull-up torque and breakdown torque.
For best results, use real motor data from the nameplate or test data.
The basic formula is Torque = (9550 × Power in kW) ÷ RPM. It gives torque in N·m.
Use motor output power and RPM. If output power isn't known, use voltage, current, power factor, efficiency, and RPM.
Yes. Convert HP to kW first. One HP equals about 0.7457 kW.
For shaft torque, use Torque = (9550 × Output Power in kW) ÷ RPM. A true induction motor torque curve needs more motor data.
No. This tool finds torque. A motor amp calculator works in the other direction. It finds current from motor power and other values.
For running shaft torque, use the output power and speed formula. The motor's actual torque curve also depends on its design and load.
Yes. It can calculate shaft torque for a three phase AC motor when you enter valid motor data.
The final torque result is shown in Newton-meters, or N·m.
No. It finds running shaft torque. Starting torque needs motor test data or a maker's data sheet.
Torque depends on both power and speed. For the same power, lower speed gives higher torque. Higher speed gives lower torque.