Freeman Keller
Poster Extraordinaire
What most people do is to hold the top at what they think is a neutral spot (a "node") and tap near where the bridge will be. They listen to the note that comes off the top. Siminoff uses a microphone and runs it thru a strobe tuner to try to see what that note is. Bourgeois wants the note to be "musical". Others want a strong fundimental or maybe lots of partials. It actually pretty hard to tap something today and try to remember what it sounded like yesterday or last week. Is the note going up or down, is it more musical or less.
Enter technology. I happen to have a beta copy of some software that will capture the note and let us look at it and analyze it. It will present the note in the time domain (attack, sustain, decay) over a period of time that its ringing, and it will take a snap shot of the note and present its frequency content. This is called a Fourier Transformation and is a basic part of wave theory - that every continuous wave can be represented by the sum of a bunch of sine waves. I talked about it in the Classical thread in posts 91 an 92 and other, I'm not going to repeat it here
https://www.tdpri.com/threads/my-classical-challenge.1036434/page-5
Here is how it works and what it looks like. This is the spectrum of the top at the very beginning of the project. It has been cut to rough shape, joined and the outside is roughly carved. I'm holding it near the waist and tapping at the bridge area with my carefully calibrated knuckle (I would use my finger tips but I keep my nails kind of long and don't want to damage the wood). It makes a nice "bonk" sound
OK, here is what you are seeing. The top graph is the time domain view of the bonk - the computer is sitting there listening, at about 1200 msec it hears something above its threshold and starts recording. You can watcht the note decay over the next couple hundred msec.
The lower graph is the frequency spectrum of that note at its maximum value. The peaks show both the frequency and the relative amount - its got lots at 239 and 275 hz, as well as many others.
Remember something interesting. The strings of a guitar range from E2 at 82 hz to E4 at 329 hz, E5 at the 12th fret of the 1st string is 659 hz. So the significant thing right now is that all of these peaks are well within what we expect to hear from a guitar.
Bonk
Enter technology. I happen to have a beta copy of some software that will capture the note and let us look at it and analyze it. It will present the note in the time domain (attack, sustain, decay) over a period of time that its ringing, and it will take a snap shot of the note and present its frequency content. This is called a Fourier Transformation and is a basic part of wave theory - that every continuous wave can be represented by the sum of a bunch of sine waves. I talked about it in the Classical thread in posts 91 an 92 and other, I'm not going to repeat it here
https://www.tdpri.com/threads/my-classical-challenge.1036434/page-5
Here is how it works and what it looks like. This is the spectrum of the top at the very beginning of the project. It has been cut to rough shape, joined and the outside is roughly carved. I'm holding it near the waist and tapping at the bridge area with my carefully calibrated knuckle (I would use my finger tips but I keep my nails kind of long and don't want to damage the wood). It makes a nice "bonk" sound
OK, here is what you are seeing. The top graph is the time domain view of the bonk - the computer is sitting there listening, at about 1200 msec it hears something above its threshold and starts recording. You can watcht the note decay over the next couple hundred msec.
The lower graph is the frequency spectrum of that note at its maximum value. The peaks show both the frequency and the relative amount - its got lots at 239 and 275 hz, as well as many others.
Remember something interesting. The strings of a guitar range from E2 at 82 hz to E4 at 329 hz, E5 at the 12th fret of the 1st string is 659 hz. So the significant thing right now is that all of these peaks are well within what we expect to hear from a guitar.
Bonk