Tangential Force Calculator

Calculate the tangential force acting on a rotating object with our easy-to-use tool

Calculation Results

Tangential Force: 0 N
Calculation Method:

Formula Used

Fₜ = m × r × α

Where:

Fₜ = Tangential Force (N)

m = Mass (kg)

r = Radius (m)

α = Angular Acceleration (rad/s²)

Alternatively, if torque (τ) is provided: Fₜ = τ / r

Frequently Asked Questions

What is tangential force?

Tangential force is the force acting along the tangent to the circular path of a rotating object. It’s responsible for changing the magnitude of the object’s velocity (speed) but not its direction in circular motion.

How is tangential force different from centripetal force?

Centripetal force acts radially inward and is responsible for changing the direction of velocity (keeping the object in circular motion), while tangential force acts along the tangent and changes the magnitude of velocity (speeding up or slowing down the rotation).

Can I calculate tangential force without knowing angular acceleration?

Yes, if you know the torque (τ) applied and the radius (r), you can calculate tangential force using the formula Fₜ = τ / r. Our calculator supports both methods of calculation.

What units should I use for the inputs?

For accurate results, use these units:

  • Mass: kilograms (kg)
  • Radius: meters (m)
  • Angular acceleration: radians per second squared (rad/s²)
  • Torque: newton meters (Nm)
Where is tangential force used in real-world applications?

Tangential force calculations are essential in many engineering applications including:

  • Design of rotating machinery (engines, turbines)
  • Vehicle dynamics (wheel traction)
  • Robotics (joint movements)
  • Spacecraft attitude control
  • Industrial conveyor systems