Science > Physics > Oscillations: Simple Harmonic Motion
- The Concept of oscillatory Motion and its Terminology
- Harmonic and Non-harmonic Oscillations
- Periodic Oscillations
- Fourier Theorem
- The Expression for Displacement Using Fourier Theorem
- Phase and Initial Phase of S.H.M.
Theory of Simple Harmonic Motion
- Linear Simple Harmonic Motion and its Terminology
- Differential Equation of Linear Simple Harmonic Motion
- Expressions for Displacement, Velocity and Acceleration of Particle performing S.H.M.
- The phase of S.H.M.
- Period of S.H.M.
- Uniform Circular Motion as S.H.M.
- To calculate Displacement, Phase, Initial Phase
- To Find maximum Velocity and Maximum Acceleration
Graphical Representation of S.H.M.
- Particle Starting from Mean Position
- Particle Starting from Extreme Position
- Conclusions
The Energy of Particle Performing S.H.M.
- The Expression for Kinetic Energy
- The Expression for Potential Energy
- The Expression for Total Energy
- The Expression for Total Energy in Different Formats
Numerical Problems on Energy of Particle in S.H.M.
- Calculation of Energies at Different Points
- The Expression for Resultant Amplitude
- The Expression for Resultant Initial Phase
- Special Cases
- The Motion of Bob of Simple Pendulum as S.H.M.
- Period of Vibration of Simple Pendulum
- Laws of Simple Pendulum
- Seconds Pendulum
Numerical Problems on Simple Pendulum
- Calculation of period and length of the pendulum
- Calculate the Tension in the String and Semivertical Angle
Oscillations Due to Vertical Spring
- Oscillation of Mass Due to Vertical spring
- Numerical Problems
Upcoming Topics
- Oscillations Due to Horizontal Spring
- Oscillation of Liquid Column in U-Tube
- Oscillation of a Ball in Neck of Air Chamber
- Oscillation of Floating Cylinder
- Types of Oscillations