The purpose of this lab is to study the characteristics of sound waves.
Materials:
Materials needed in this lab is a logger pro, sound sensor, and a tuning fork.
2.
3.
Equipment Used |
Procedure:
1.
First person saying "AAAAAAA" into the microphone to record the first sound wave. |
Second person saying "AAAAAA" into the microphone to record the second sound wave |
Strike the tuning fork |
Record the sound wave into the microphone to record the third sound wave |
4. Repeat step 3, but strike the tuning fork softer to create a softer voice. This will be the fourth sound wave.
Data and Analysis:
1. First sound wave graph
Graph of first person's sound wave collected in 0.03s. |
a.
Yes, it is a periodic
wave because there is a distinct, repeating pattern.
b.
There are about 5 waves shown in this sample.
This can be measured by counting how many peaks there are.
c.
The probe collected this
data in 0.03 second, which is about the time it takes for a bee to flap its
wings six times.
d.
The period can be
calculated from the time between one peak to the other. T = 0.0105s -
0.0036s = 0.0079s
e.
Frequency is the inverse
of period. f = 1/T = 126.6Hz
f.
λ = v/f = 2.69m. This length is about the height of the classroom
g.
The amplitude is the
vertical distance between the peak and the crest divided by 2. A =
0.384.
h.
If the sample were
10times as long, there will be more waves. Amplitude may change depending on
how loud or soft the sound is. The wave will still be periodic. The period and
frequency would stay the same, therefore the wavelength would stay the same.
Graph of first person's sound wave collected in 0.3s. |
2. Second sound wave graph
Graph of second person's sound wave collected in 0.03s |
a.
There are about 6.5
waves shown in this sample.
b.
T = 0.0099s - 0.0052s =
0.0047s
c.
f = 1/T = 213Hz
d.
λ = v/f = 1.61m. This length is about the height of the classroom
e.
A = 0.1945.
f.
The second wave has
smaller amplitude, shorter period, and shorter wavelength compared to wave #1
3. Third sound wave graph
The data collected from the tuning fork is a lot more sinusoidal compared to human's voice. The graph of human's sound wave looks like a superposition of multiple sinusoidal waves.
4. Fourth sound wave graph
Graph of tuning fork's softer sound wave collected in 0.03s |
Summary:
Regular sound that we hear daily is generally not a simple, single sinusoidal wave. Instead it looks more like a superposition of multiple sinusoidal waves. The characteristics of the wave affect the sound. Higher amplitude gives louder sound and higher frequency gives higher pitch.
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