Friday, March 15, 2013

Experiment 5 Introduction to sound

Experiment 5 Introduction to sound
 
Experiment we will be investigating the properties of sound propagation through air. We will be observing that this propagation of sound through air is still being controlled by the equation in this experiment we will be measuring sounds emitted by a person and we will analyze the propagation of speed trough air
 
 

 
 
 
 
answers to questions a-h
 
a) i think this wave is periodic because even it is not a simple sine pattern. This wave repeats itself in a complex pattern

b) in this graph we can see that there is a total of 3.5 waves during the interval of .03 sec

c) the probe collected data such as

d)  The probe collected data such as the blink of an eye.

e) The frequency of this wave is 125 hz. Here is a picture of the graph and the procedure in obtaining the frequency


f) The wave length of  the sound wave is 2.72 meters in air at room temperature relating this is about the size of a white board measured longwise

g) the amplitude is calculated by measuring the peak of the wave and the bottom of the other wave and divided by 2.  A=1.3

f)
If we make the sample 10 times as long the answer will not change because we will obtain the same frequency, the same period. The only difference would be that we would be seeing more waves.

2) here is the second graph with its propper frequency, period, amplitudea, and wave lenght.



3) the graph of the sound of  a tuning fork is more smooth. is more similiar to a sine function.


 





4)  Using the same fork but with sound that is less loud than the first one. this changes in the amplitude of the graph. But the wavelength the frequency stay the same








 





Analysis of this lab, we can observe that human voice is a wave that has a pattern but it is not smooth. The pattern of this wave has a very complex pattern. Even though this wave may seem complex, it is still easy to calculate the period and therefore calculate frequency and the wave length. On the other hand we can observe that the graphs of a tuning fork are are smoother than those of the human voice. We can also observe that the amplitude of the wave decreases when the sound is less loud.

 


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