Worksheet
Parts of a Wave
.
Part 1
In
the diagram below, identify the parts of a wave and then give a definition of
each term
.
Crest / trough / line of origin / wavelength / amplitude
crest 5
it is the highest point in a wave
trough 2
it is the lowest point in a wave
line of origin 1 it is the rest position of the matter
wavelength 3 it is the distance between one point on
a wave and the exact same place on the next wave
amplitude. 4 how far the medium moves from rest position
Part 2
State
which of the following waves you think has the highest frequency and which might have the lowest frequency. Explain the reasons for your selections.
wave
#
|
crest
|
Trough
|
wavelength
|
1
|
1
cm
|
1
cm
|
2
cm
|
2
|
3.5
cm
|
3.5
cm
|
2.5
cm
|
3
|
0.5
cm
|
0.5
cm
|
3
cm
|
4
|
2
cm
|
2cm
|
0.5
cm
|
(Perhaps
it would be useful for you to draw, on graph paper, the four different waves )
Frequency is
inversely proportional to the wavelength, then, the wave which has the highest
frequency is the wave number 4, and the wave which has the lowest frequency is
the wave number 3
Waves
A wave is a disturbance that
carries energy from one place to another.
Matter is NOT carried with the
wave! A wave can move through matter (a medium). If it must have a medium, it
is called mechanical wave. If it can travel without a medium (such as in
space), it is called an electromagnetic wave.
Wave Types
1.
Transverse waves:
Waves in which the medium moves at right angles
to the wave direction.
Parts of a transverse wave:
Crest: the highest point of the wave
Trough: the lowest point of the wave
2. Compressional (longitudinal) wave: Waves in which the
medium moves back and forth in the same direction
as the wave.
Wave properties depend on what type of energy makes the wave.
Wavelength: The distance between one point
on a wave and the exact same place on the next wave.
1.
Frequency:
How many waves go past a point in a second; measured in Hertz (Hz). The higher the
frequency, the more energy in the wave.
2.
Amplitude:
How far the medium (crests and troughs, or compressions and rarefactions) moves
from rest
position (the
place the medium is when not moving). The more energy a wave carries, the larger its amplitude.
3.
Wave speed:
Depends on the medium the wave is traveling in. This varies in solids, liquids and
gases.
Equation for calculating wave speed:
Wave speed = wavelength (in m) x frequency (in Hz)
Problem:
If a wave has a wavelength of 2 m and a frequency of 500 Hz, what
is its speed? Answer: wave speed = 1000 m/s
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