How is simple harmonic motion similar and different from that of a ball bouncing on a hard floor latest review
Have you ever wondered how the bouncing of a ball on the floor is similar to simple harmonic motion?
‘Physicists describe simple harmonic motion as a repetitive movement back and forth through an equilibrium position so that the maximum displacement on one side of this position equals the maximum displacement on the other side. The time interval between each complete vibration is the same’
We will examine the similarities and differences between these two types of oscillatory motion in this article. In addition, we will look at some examples of how they differ from each other.
What are the similarities and differences between simple harmonic motion and the bounce of a ball on a hard floor?
Let’s start! To begin with, let’s define what simple motion means for an object. Our next comparison will be between SHMs and bouncing balls. Using bouncing balls and SHM in real-world applications will also be covered in this course. Let’s get started!
Find out more about the similarities and differences between SHM and a ball bouncing on a hard floor
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This is a special case of oscillation along with a straight line between the two extreme points (the path of SHM is constrained).
There must be a straight line between the two extreme points.
There will be a restoring force directed towards a position of equilibrium (or) mean.
A stable equilibrium in simple harmonic motion is the mean position.
Different types of SHM
SHM can be divided into two types:
The linear SHM
Simple harmonic motion can be characterized as a linear movement
In linear motion, a particle moves in a straight line about a fixed point (called equilibrium position).
An example is a spring-mass system
An angular SHM
When a system oscillates angularly in relation to a fixed axis, In a nutshell, this phenomenon seems to oscillate with an angular motion of simple harmonic motions.
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