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Questions: B-String Compensation

Questions: B-String Compensation

by John Calkin

Originally published in American Lutherie #100, 2009

 

Tom from Ohio asks:

I built a parlor guitar for a buddy of mine and it really turned out nice... except. The B string is really sharp. This is a 12-fret guitar with a 24.9" scale length. I added 2.5MM compensation and the action is very low. I further compensated the B string as far as it would go by lengthening its point on the saddle. I’ve really never had this problem before. Is it because of the 12-fret configuration? What’s the fix?


John Calkin from Greenville, Virginia
replies:

Cut a bit of saddle material (bone, or whatever you used) and glue it to the back of the current saddle, but only behind the B string. Let the new piece rest right on the bridge so the saddle won’t be torqued, but don’t glue it to the bridge. Level the new piece with the real saddle, then use a piece of .010" wire under the B string to find the intonation point. Mark the intonation point with a really sharp pencil, then take the saddle out of the bridge, file the bone to the correct intonation point, and use needle files to blend the new bone into the old to make it pretty. This sounds kind of strange but it works fine. In fact, I’ve used this trick to correct intonation on a whole saddle, rather than to fill the slot and recut it to a more accurate position. It’s sort of an emergency measure, but in your case it should be perfectly acceptable if you make it pretty enough. ◆

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Questions: String Tension

Questions: String Tension

by Thomas Knatt

Originally published in American Lutherie #95, 2008



John C. from the Internet asks:

String tension will deform an instrument in an elastic manner so that when the tension is removed, the instrument will return to its original shape. But over time the tension will also deform the instrument permanently, often requiring repair work to make it playable again. Is this permanent deformation proportionally related to the amount of time the instrument is under tension? If the instrument is tuned to pitch only when it is played, will the time it takes to deform to the point of unplayability be lengthened in proportion to the amount of time the instrument is not under string tension?


Thomas Knatt from Groton, Massachusetts responds:

The short answer is yes, detuning every time would probably lengthen the life of the instrument. But....

Let’s do a thought experiment. Suppose we significantly loosen one side of a drum or banjo head. The drum would sound duller when struck on the side with the low tension. The sound of the banjo, when played, would change as well, although I won’t predict exactly how. Carleen Hutchins says that you don’t want a lumpy system, because it doesn’t behave well. I have done a glitter test on a well-tuned kettle drum, and the glitter jumped a foot off the head at one frequency. If I went one cycle above or below the tuned frequency, it only jumped an inch. I went ±2 cycles and it barely moved. That is a good example of low damping. A system becomes lumpy by adding lumps (weight) or changing the stiffness in sections.

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Building the Prima Gusli

Building the Prima Gusli

by James H. Flynn

Originally published in American Lutherie #27, 1991 and Big Red Book of American Lutherie Volume Three, 2004



The Gusli is a very old Russian folk musical instrument. Most probably, it dates back to the 11th century. The gusli is a Russian version of the ancient dulcimer or psaltry. Also in the same family, although different, are the Finnish kantele and the Hungarian cymbalom. Over time, the gusli has changed to accommodate a wide range of musical situations. Today, with especial thanks to the great V.V. Andreev (American Lutherie #17, see Big Red Book of American Lutherie Volume Two, p. 180), one must be specific in describing the gusli because of the many styles.

The largest of the guslis, both in physical size and musical range is the piano gusli which is shown in Fig. 1. This instrument stands on four legs (which are detachable to facilitate moving) and has a musical range of five octaves. The keyboard, which is one octave wide, is manipulated with the fingers of the left hand while the right hand works over the exposed strings with a plectrum. Activating the keyboard lifts the dampers on certain strings in all octaves.

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Questions: String Tension and Purity of Tone

Questions: String Tension and Purity of Tone

by Alan Carruth

Originally published in American Lutherie #99, 2009

See also, Questions: String Tension and Pure Tone by R.M. Mottola



Alan Carruth from Newport, New Hampshire writes in response to Pat Bowen’s question in AL#98 about the relationship between string tension and purity of tone:

While there is some truth in the equation higher tension=purer tone, it is, as the editor said, not as simple as that. A lot depends on how you get the higher tension.

When you pluck a string, it vibrates at a set of different, but related, frequencies. For ideal strings, the kind that you only find in physics books, these frequencies form a harmonic series; each one is an exact whole-number multiple of the lowest (or fundamental) pitch that the string makes. Real strings don’t do this, and that affects the way they sound.

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Questions: String Tension and Pure Tone

Questions: String Tension and Pure Tone

by R.M. Mottola

Originally published in American Lutherie #98, 2009

See also,
Questions: String Tension and Purity of Tone by Alan Carruth

 

Pat Bowen from the Internet asks:

A generally accepted fact is that the higher the string tension, the more pure the tone. This causes me grief, since I have to build instruments to support the heaviest strings. Even if I don’t recommend them, someone is going to use them. But is this thing about the high tension and pure tone really true or is it just a folk tale?


The Questions Column editor
responds:

The short answer is yes, it is true, and the short explanation is inharmonicity. The higher the tension, the closer the partials are to true harmonic multiples of the fundamental frequency. On p. 115 of his book Engineering the Guitar — Theory and Practice, Richard Mark French states: “...increasing the radius [of the string] or elastic modulus [i.e., stiffness] makes the deviation from the ideal harmonic series worse, while increasing tension or length makes it better.” This is an interesting topic worthy of an article or at least a longer explanation than I’ve given here, which I hope someone will provide.