Torque Calculator

Calculate torque, rotational force, and mechanical advantage with precision using force, distance, and angle inputs

Torque Calculator

90° = perpendicular, 0° = parallel to lever arm

How to Use This Calculator

1

Select Units

Choose between metric units (Newtons and meters) or imperial units (pound-force and feet) based on your preference or requirements.

2

Enter Applied Force

Input the magnitude of the force being applied. This is the total force regardless of its direction relative to the lever arm.

3

Set Distance from Pivot

Enter the perpendicular distance from the pivot point (fulcrum) to the point where force is applied. This is your lever arm length.

4

Specify Angle

Input the angle between the force direction and the lever arm. 90° gives maximum torque, while 0° or 180° produces no torque.

5

Analyze Results

Review the calculated torque, force components, efficiency, and mechanical advantage. Use the visual charts to understand force distribution.

6

Track History

View your calculation history to compare different scenarios and export data for further analysis or documentation.

Torque Calculation Tips

1

Maximum torque occurs when the force is applied perpendicular (90°) to the lever arm.

2

Torque is zero when force is applied parallel (0° or 180°) to the lever arm.

3

Increasing the distance from the pivot point increases the mechanical advantage.

4

Only the tangential component of force contributes to rotational motion.

5

Torque direction follows the right-hand rule: counterclockwise is positive.

6

Power equals torque multiplied by angular velocity (P = τω).

7

Work per revolution equals torque multiplied by 2π (W = τ × 2π).

8

Efficiency measures how effectively the applied force creates rotation.

9

Imperial units: 1 ft⋅lbf = 1.356 N⋅m for unit conversion.

10

Consider safety factors in real applications - theoretical maximums may not be practical.

Torque Calculator for Mechanics