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PHYSICS: Oscillations, SHM, Waves (AP-Physics-1,IIT,NEET)
Rating: 4.7 out of 5(2 ratings)
38 students

PHYSICS: Oscillations, SHM, Waves (AP-Physics-1,IIT,NEET)

60 Lessons | 8.4 hrs. Its covers simple harmonic motion, parallel axis theorem, Rolling kinetic energy.
Created bystudi live
Last updated 10/2021
English

What you'll learn

  • It helps to understand the concepts of Oscillations, SHM, Waves.
  • It helps to solve numerical and application based questions.
  • It helps to improve the mark of Entrance exams.
  • It helps to increase understanding level.

Course content

2 sections70 lectures8h 39m total length
  • Periodic Motion5:43

    Periodic motion, in physics, motion repeated in equal intervals of time. Periodic motion is performed, for example, by a rocking chair, a bouncing ball, a vibrating tuning fork, a swing in motion, the Earth in its orbit around the Sun, and a water wave. ... Waves that can be represented by sine curves are periodic.

  • Harmonic and Non-Harmonic Motion4:32

    Periodic motion refers to any type of repeated motion. Simple harmonic motion refers to types of periodic motion where there is a restoring force which is proportional to the displacement. Non harmonic motion refers to any type of repeated motion.

  • Simple Harmonic Motion6:55

    simple harmonic motion, in physics, repetitive movement back and forth through an equilibrium, or central, position, so that the maximum displacement on one side of this position is equal to the maximum displacement on the other side.

  • Differential Equation of Linear SHM3:26

    The differential equation for linear SHM of a particle of mass 2g is d2xdt2+16x=0.

  • Acceleration for SHM4:48

    The acceleration of a particle executing simple harmonic motion is given by, a(t) = -ω2 x(t). Here, ω is the angular velocity of the particle.

  • Some Important Terms8:36
  • acceleration for SHM4:48
  • Free Oscillations, Damped Oscillations and Forced Oscillations6:50
  • Cutting of Springs4:20
  • Graphical representation of acceleration from extreme position8:08
  • Displacement in SHM4:28
  • Calculate effective acceleration due to gravity5:27
  • Different Values of displacement5:45
  • Anti parallel combination and Reduced mass system6:32
  • Different values of Velocity in SHM4:20
  • Graphical representation of displacement from mean position8:40
  • Series Combination of Springs5:24
  • Graphical representation of velocity from mean position9:08
  • Graphical representation of displacement from extreme position5:46
  • Graphical representation of acceleration from mean position9:36
  • Principle of Superposition of SHM3:31
  • Relation Between SHM and UCM8:37
  • Horizontal Spring Mass System5:11
  • Graphical representation of Velocity from extreme position7:52
  • Parallel Combination of Springs5:47
  • Potential Energy6:32
  • How to Prove SHM5:45
  • Resonant oscillations and coupled oscillations5:34
  • Oscillation of liquid in a U shaped tube5:45
  • Kinetic Energy5:47

Requirements

  • Should know calculus, trigonometry

Description

Description

This course is on the topic of Oscillations, SHM, Waves.

Its covers simple harmonic motion, parallel axis theorem, Rolling kinetic energy.


Course Content

  • Periodic motion

  • Harmonic and non-harmonic motion

  • Simple Harmonic Motion

  • Differential Equation of linear SHM

  • Acceleration for SHM

  • Some important terms

  • Velocity in SHM

  • Displacement in SHM

  • Different values of Velocity in SHM

  • Different Values of  displacement

  • Relation Between SHM and UCM

  • Kinetic Energy

  • Potential Energy

  • Total Energy

  • Graphical Representation of Displacement From Extreme Position

  • Graphical Representation of Displacement

  • Graphical representation of displacement from extreme position(Reshoot)

  • Graphical representation of Velocity from extreme position

  • Graphical representation of acceleration from extreme position

  • Graphical representation of displacement from mean position

  • Graphical representation of velocity from mean position

  • How to Prove SHM

  • Horizontal Spring Mass System

  • Vertical Spring Mass System

  • Spring Mass System in Lift

  • Graphical representation of acceleration from mean position

  • Series combination of springs

  • Parallel combination of springs

  • Principle of superposition of SHM

  • Spring mass system in electric field

  • Spring mass system in liquid

  • Spring mass system in partially immersed liquid

  • Anti parallel combination and Reduced mass system

  • Cutting of Springs

  • SHM in a tunnel that passes through diameter

  • SHM in a tunnel at any random point

  • Oscillation of liquid in a U shaped tube

  • Simple Pendulum

  • SHM in a Simple Pendulum

  • Time period of a simple pendulum

  • Calculate effective acceleration due to gravity

  • Free Oscillations, Damped Oscillations and Forced Oscillations

  • Resonant oscillation and coupled oscillations


These are fantastic concepts that will lay a strong theoretical foundation for you and help you with competitive exams like IIT JEE, NEET , CET, Foundation.

Who this course is for:

  • Physics enthusiast.
  • Beginners in physics.
  • IIT-JEE & NEET aspirants.