# Centripetal Force Calculator | iCalculator™

The Centripetal Force Calculator will calculate:

1. Centripetal force in a rotational motion
2. Total acceleration in a non-uniform rotational motion
 🖹 Normal View🗖 Full Page View Calculator Precision (Decimal Places)0123456789101112131415 Mass of object (m) m Radius of curvature (r) m Velocity of object at a given instant (v) m/s Initial velocity of the object (v0) m/s Time of rotation (t) s
Centripetal force in a rotational motion Calculation The centripetal force in a rotational motion = N The total acceleration in a non-uniform rotational motion = m/s2 FC = m × v2/rFC = × 2/FC = × /FC = /FC = a = √v2/r2 + v - v0/t2a = √2/r2 + - /2a = √/2 + /2a = √2 + 2a = √ + a = √a = Mass of object (m) m Radius of curvature (r) m Velocity of object at a given instant (v) m/s Initial velocity of the object (v0) m/s Time of rotation (t) s

Please note that the formula for each calculation along with detailed calculations are available below. As you enter the specific factors of each centripetal force calculation, the Centripetal Force Calculator will automatically calculate the results and update the Physics formula elements with each element of the centripetal force calculation. You can then email or print this centripetal force calculation as required for later use.

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Section 3: Kinematics

Section 4: Dynamics

FC = m × v2/r

## Total acceleration in a non-uniform rotational motion Formula and Calculation

a = √v2/r2 + v - v0/t2

## Rotation Physics Tutorials associated with the Uniform Motion Calculator

The following Physics tutorials are provided within the Rotation section of our Free Physics Tutorials. Each Rotation tutorial includes detailed Rotation formula and example of how to calculate and resolve specific Rotation questions and problems. At the end of each Rotation tutorial you will find Rotation revision questions with a hidden answer that reveals when clicked. This allows you to learn about Rotation and test your knowledge of Physics by answering the test questions on Rotation.

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