Circular Motion Formulas
Circular Motion formulas are added in the table below,
Physical Quantity | Denoted by | Formula |
---|---|---|
Angular Displacement | θ | θ = S/R |
Angular Velocity | ω | ω = V/R |
Angular Acceleration (Tangential) | α | α = a/R |
Centripetal Acceleration | ac | ac = V2/R |
Centripetal Force (in terms of V) | Fc | Fc = mV2/R |
Centripetal Force (in terms of ω) | Fc | Fc = mRω2 |
Frequency (in terms of Time period) | ν | ν = 1/T |
Linear velocity (in terms of Frequency) | V | V = 2πRν |
Angular velocity (in terms of Frequency) | ω | ω = 2πν |
Centripetal Acceleration (in terms of ν) | ac | ac = 4π2ν2R |
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Circular Motion
Circular Motion is defined as the movement of an object rotating along a circular path. Objects in a circular motion can be performing either uniform or non-uniform circular motion. Motion of a car on a bank road, the motion of a bike well of death, etc. are examples of circular motion.
In this article, we will learn about circular motion and some related concepts, such as examples, equations, applications, etc.
Table of Content
- What is Circular Motion?
- Equations for Circular Motion
- Centripetal Force
- Centrifugal Force
- Types of Circular Motion
- Circular Motion and Rotational Motion
- Circular Motion Formulas