Enter the Epiphone Masterbilt AE-500ME. |
When playing my sound-wave-generator, I did not know any of its properties as they related to physics. Now that I finally do understand all of my guitar's secrets, I can go on and on about them.
Wave frequency in strings: When I play an open string, I create a standing wave in the string with a frequency that is dependent on the tension of the string and its length (f = √ F / (m /
L) ). The reason each string sounds different is because each has a different mass - the low E has the highest mass, thus increasing the value of (m / L), thus reducing the frequency.
Whenever I play a note by pressing on one of the frets, I am reducing the length of the standing wave, thus reducing the value of (m / L), thus increasing the frequency. Increasing the frequency, of course, increases the note's pitch, resulting in a higher note.
Harmonics: If I press my finger lightly to the 12th fret of my guitar on any string, I produce a harmonic that is one octave higher than the fundamental frequency (open note) of the string. However, the 12th fret isn't the only place where I can produce a harmonic; the 5th, 7th, and 19th frets also create harmonics. In fact, the 5th fret will produce a harmonic that is two octaves up from that of the fundamental frequency.
Beat Frequency:
As heard in the video, an irregular wave is produced when I slowly bend the string so that its frequency differs slightly from the other. This is called a beat frequency, and although I did not know why it was produced, I used it to gauge my tuning since I began playing. This method is not the best, however, because the human ear cannot discern between minute differences in frequency (as an electronic tuner can).
Now that I know the physics behind my guitar, I will always be amazed at how a few strings of metal stretched over a piece of wood can be an endless source of knowledge, fascination, and enjoyment. However...
... I am not sure that physics has improved my guitar playing. When shall science make me a master shredder? Only time will tell.