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Lesson 1: Oscillatory Motion

1. The document defines oscillatory motion and describes an activity using a pendulum to demonstrate it. The pendulum moves back and forth around a point of equilibrium. 2. Oscillatory motion is periodic and regular, as seen in examples like a pendulum, tuning fork, or stretched string. Key properties include amplitude, period, frequency, and representing the motion with a graph. 3. An activity uses a spring, weight, and paper to graph simple harmonic motion. The graph shows the oscillating displacement over time.

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Mohamed Eldib
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0% found this document useful (0 votes)
294 views5 pages

Lesson 1: Oscillatory Motion

1. The document defines oscillatory motion and describes an activity using a pendulum to demonstrate it. The pendulum moves back and forth around a point of equilibrium. 2. Oscillatory motion is periodic and regular, as seen in examples like a pendulum, tuning fork, or stretched string. Key properties include amplitude, period, frequency, and representing the motion with a graph. 3. An activity uses a spring, weight, and paper to graph simple harmonic motion. The graph shows the oscillating displacement over time.

Uploaded by

Mohamed Eldib
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as DOCX, PDF, TXT or read online on Scribd
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Lesson 1:

Oscillatory Motion
Types of motion:

1. Transitional motion changes the initial position of the object. An example is


the motion of the car on the road.
2. Periodic motion is regularly repeated in equal periods of time.
An example is the motion of the pendulum & water waves.

Motion

Transitional Motion Periodic Motion

Oscillatory Motion Wave Motion

Ex. The motion of a car

Ex. Pendulum Ex. Water waves


Activity 1

Aim: To define oscillatory motion.


Tools: A pencil , a 30 cm long thread & a quarter pound coin.
Steps
1. Tie the coin with one end of the string & tie the other end of the thread around the

middle of the pencil to setup a simple pendulum.


2. Hold the pencil with your left hand, and pull the coin to the right. Then, let it go

according to the figure.


Observation
The oscillating body (The coin) moves forward & backward.
1
Conclusion
1. The coin oscillates around a point of rest (equilibrium) where the velocity

& kinetic energy of the coin is maximum just before it reaches the point of

rest (A).

2. As the coin moves away from the equilibrium point , its velocity & kinetic

energy decrease.

Oscillatory motion Circular motion

Tuning fork Swing Stretched string Rotary bee

The Microwave oven


Microwaves cause the vibration of water molecules inside food .

Water molecules collide with each other producing a lot of heat energy to coo
the food faster.
Pots made of pottery, ceramics or glasses are used in the microwave. Metal cooking
pots arent used inside a microwave because metal reflects the microwaves back
to the source.

Activity 2:
Aim: To represent oscillatory motion by a graph

Tools : Smooth paper tape winding around two rolls weight nailspringpencil.

Steps:
Use these tools to set the following apparatus.
2
Pull the spring downwards then let it go. While winding the paper roll regularly.

Observation:
The graph represents simple harmonic motion (oscillatory motion).

Properties of oscillatory motion


1. The Amplitude is the maximum displacement achieved by an oscillating body
away from its point of rest. It is measured in meter (m).

2- The complete oscillation is the movement made by the oscillating body when it
passes a single point in its path of motion, two consecutive times in the same
direction. The pendulum completes one oscillation when it covers the distance: B-
A-C-A-B
A complete oscillation consists of 4 amplitudes.(4
displacements)

The periodic time is the time needed by an oscillating body


to make a complete oscillation

The periodic time is denoted by (T).Periodic time is measured in seconds (s),


andis determined by the relation:

Periodic Time=
Time (s)
No. of complete oscillations

A solved example: What is the periodic time for the pendulum oscillating in the
figure?

3
Periodic time = x4 =2s

Frequency (F) is the number of complete oscillations in one


second. The unit of frequency is Hertz (Hz).

A simple pendulum makes 50 complete oscillations in 10 seconds ,its frequency is 5


Hertz. Frequency is the reciprocal of the periodic time.

No. of complete 1
vibrations
Frequenc Frequenc Periodic
y= Time (s) y= Time

Solved exercise
An oscillating body makes 120 complete oscillations in one minute. Calculate the

periodic time and frequency & periodic time.

F = 120 complete oscillations 60 s

= 2 Hz

T = 1/F

=1/2
= s

Multiples of the hertz


4
1 kilohertz = 1000 hertz

1 Megahertz = 1x 106 hertz

1 Gigahertz = 1 x 109

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