Welcome to another blog post for my course, Light Sound and Time. This unit has been based around the study of sound, how we use it, and how people experience sound differently. Sounds are waves that spread certain distances. Throughout the unit we’ve learned about the different ways that sound behaves by understanding its waves and how they work. We also learned about the spectrum of some sounds and how they are measured. This led us to visit the Chicago Hearing Society (CHS) to understand how some people might live without hearing. Also we learned how sign language can allow people to express themselves in new ways. We also went to the Darnton & Hersh Fine Violins store to understand how some string instruments work and why they are built in a particular way.
There are many sounds that can be produced through instruments, nature, and even my diddley bow. My diddley bow produces sound by plucking the main string in the middle. When it’s plucked, it produces certain sounds. These sounds are made of pitches that span a certain range from low to high. These pitches have different frequencies, which are the amount of times a sound vibrates over a given period. When playing my diddley bow, the sound produced is either high or low depending on where my diddley bow is plucked. In class, we marked certain distances from the tuner to the resonator to understand how the harmonics form the sound.
Here's my diddley bow recording below:
Here's each of my harmonics below:
Here’s a picture of my diddley bow:
Here are the measurements for my diddley bow:
Can height (B1) - 1.5 in
Can radius (B2) - 1.25 in
Length of wood (H) - 19 in
Length of vibrating string - 19.0016 in
String thickness - 0.044 in
And here's how I got the measurements for the distance between the tuner and the resonator:
Area of trapezoid: 0.5 (1.5 + 1.25) 19 = 26.125 in^2
Trapezoid Angles:
Angle A: 90 Degrees
Angle B: 90 Degrees
Angle U: Tan^-1 ( 19/0.25) = 89.24 degrees
Angle L: 90 + 90 + 89.35 = 269.35 -> 360 - 269.35 = 90.65 Degrees
The calculations of the trapezoid show the relationship of angles and lengths between the resonator and the tuner. While the triangle shows a smaller part of that shape. This part shows the distance from where the string starts at the resonator, to the string at the bridge. The other side is the resonator to the wood. The last side being when resonator touches the wood to the tuner itself.
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