Science > Physics > Circular Motion
Introduction to Circular Motion
- Concept of Circular Motion
- Characteristics of Circular Motion
- Radius Vector
- Instantaneous Velocity
- Angular Displacement
- Angular Velocity
- Angular Acceleration
- Uniform Circular Motion
- The Time Period and the Frequency of UCM
Terminology of Circular Motion
- Angular Displacement
- Angular Velocity
- Angular Acceleration
- Right-Hand Rule
- Right-handed Screw Rule
- Expression for Time Period
- Relation Between Linear Velocity and Angular Velocity
- Relation Between Tangential Acceleration and Angular Acceleration
Numerical Problems: Circular Motion
- To calculate Angular Speed
- To calculate Angular Displacement
- To calculate Linear Speed
- Source of Acceleration in Circular Motion
- Concept of Centripetal Acceleration
- Derivation of Expression for Centripetal Acceleration (Geometric Method)
- Derivation of Expression for Centripetal Acceleration (Calculus Method)
- Numerical Problems
Centripetal and Centrifugal Force
- Concept of Centripetal Force
- Characteristics and Examples of Centripetal Force
- Concept of Centrifugal Force
- Characteristics and Examples of Centrifugal Force
Numerical Problems on Centripetal Force 01
- To Calculate Centripetal Force
- To Calculate Angular and Linear Speed
- To calculate the Tension in String
Numerical Problems on Centripetal Force 02
- Safe Velocity of Vehicle on Arch Bridge
- A Coin on Rotating Disc
- Motorcyclist in Sphere of death
- A Bucket Containing Water moved in Vertical Circle
- Vehicle Moving on Unbanked Road
- Safe speed on Unbanked Road
- Banking of Road
- Angle of Banking
- The Necessity of Banking of Road
- Derivation of Expression for Angle of Banking
- The Expression for Safe Velocity on Banked Road
- Overturning of Vehicle
- Condition for Overturning of Vehicle
Numerical Problems on Banking of Road
- To Calculate Angle of Banking
- To Calculate the Thrust on Rails
- To Calculate Elevation of Outer Rail Above the Inner Rail
- To Calculate Safe Velocity on Banked Road
- To Calculate Angle Made by Motorcyclist With Vertical
- What is Conical Pendulum?
- The Expression for Time Period of Conical Pendulum
- The Expression for Tension in the String of Conical Pendulum
- Numerical Problems
- Motion in Vertical Circle as Non-Uniform Circular Motion
- The Velocity of Particle at Different Points in Vertical Circle
- The Energy of Particle at Different Points in Vertical Circle
- The Tension in the String at Different Points in Vertical Circle
- Numerical Problems