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Use our Pulley Torque Calculator to find belt torque from tension, force, radius, power, or RPM. Get fast and accurate torque results with unit conversion.
A pulley can move a load with ease. But torque tells you how much twist it can make.
Our Pulley Torque Calculator helps you find pulley torque fast. You can use it for belt drives, force loads, and motor power.
The tool uses simple input values. It then gives the torque in N·m. It also shows other common torque units.
You can use this tool for machine design and motor work. It can also help with belt drive checks and pulley setup using a Motor Torque Calculator.
Whether you need a torque calculator for pulley work or a pulley calculator torque tool, this page keeps it simple.
The main pulley torque formula for a belt drive is:
T = (T₁ − T₂) × r
Here:
T = pulley torque in N·m
T₁ = tight-side belt force in N
T₂ = slack-side belt force in N
r = pulley radius in meters
Think of a belt like two people pulling a wheel. One side pulls hard. The other side pulls less. The gap between these two pulls creates torque.
So, first find the net belt force:
F = T₁ − T₂
Then find torque:
T = F × r
If you know the pulley diameter, use:
r = D ÷ 2
So the full formula becomes:
T = (T₁ − T₂) × (D ÷ 2)
The calculator also supports two other methods.
For a force at an angle:
T = F × r × sin(θ)
Here, θ is the angle between force and the lever arm.
For motor power and speed:
T = P ÷ ω
Here, P is power in watts. The symbol ω means angular speed in rad/s.
If you enter RPM, the tool uses:
ω = (2 × π × RPM) ÷ 60
This method can help when you know motor power and shaft speed.
Using the online pulley torque calculator is easy. Just follow these steps.
You don't need to do unit math by hand. The tool handles the unit changes for you.
Let's say a belt drive has these values:
T₁ = 800 N
T₂ = 300 N
Pulley diameter = 0.4 m
First, find the pulley radius:
r = 0.4 ÷ 2
r = 0.2 m
Now find the net belt force:
F = 800 − 300
F = 500 N
Now use the pulley torque formula:
T = 500 × 0.2
T = 100 N·m
So, the pulley torque is:
100 N·m
The calculator can also show this value in other units.
For example:
100 N·m = 0.1 kN·m
100 N·m = 100,000 N·mm
100 N·m ≈ 73.7562 ft·lb
100 N·m ≈ 885.0746 in·lb
This example shows how the pulley torque calculator finds the result. The key step is the difference between tight-side and slack-side belt force.
Torque and speed often work together. This matters in motor and belt drive systems.
A motor pulley size calculator can help compare pulley sizes. A pulley size RPM calculator can help find speed changes.
For two pulleys, the ideal belt speed stays the same. This gives the basic relation:
D₁ × RPM₁ = D₂ × RPM₂
So:
RPM₂ = (D₁ × RPM₁) ÷ D₂
This is useful for a pulley to pulley RPM calculator.
A larger driven pulley runs slower. A smaller driven pulley runs faster. It's a simple trade-off.
The same idea helps when you need to compare pulley speed and torque. In an ideal drive, a speed drop can give a torque gain. Real systems may lose some power due to friction and other losses.
The Pulley Torque Calculator makes torque math quick and clear. It supports belt tension, force and angle, and motor power methods.
For belt drives, the main formula is:
T = (T₁ − T₂) × r
For force and angle, use:
T = F × r × sin(θ)
For power and speed, use:
T = P ÷ ω
The tool also handles unit conversion. So, you can focus on the result instead of doing long math by hand.
If you're checking a belt drive, motor setup, or pulley system, this calculator can save time and reduce errors.
A pulley torque calculator finds the torque produced or carried by a pulley. It can use belt tension, force, radius, power, or speed.
For a belt drive, the main formula is T = (T₁ − T₂) × r.
Yes. The calculator can accept pulley diameter. It first finds the radius with r = D ÷ 2.
The tight side has higher belt tension. The slack side has lower tension. Their difference creates the net force that drives the pulley.
Yes. If you know power and angular speed, use T = P ÷ ω.
The power mode uses RPM to find torque. The pulley speed relation can also help compare two pulleys:
RPM₂ = (D₁ × RPM₁) ÷ D₂
The main result is in N·m. It can also show kN·m, N·mm, ft·lb, in·lb, and kgf·m.
Yes. For the same net belt force, a larger pulley radius gives more torque. However, pulley size also affects belt speed and system ratio.