Simple harmonic motion
![simple harmonic motion simple harmonic motion](https://image3.slideserve.com/6891547/simple-harmonic-motion1-l.jpg)
The mean position is an equilibrium position that is stable.
![simple harmonic motion simple harmonic motion](https://el-gizmos.s3.amazonaws.com/img/GizmoSnap/44DET.jpg)
The net force on the particle in an oscillatory motion is zero at the mean position.There will be a restoring force directed at the equilibrium (or mean) position.(Note that the path is not a constraint.) The object will continue to move between two extreme points around a fixed point, which is known as the mean position (or) equilibrium position along any path.For instance, consider the Oscillation of a Simple Pendulum and the Spring-Mass System. It is a type of periodic motion with two extreme points.
![simple harmonic motion simple harmonic motion](https://slideplayer.com/5294618/17/images/slide_1.jpg)
An oscillatory motion is defined as a particle moving on either side of equilibrium (or) mean position. An oscillatory motion is defined as a particle moving to and fro about a mean position.
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