Welcome to one of the most active flamenco sites on the Internet. Guests can read most posts but if you want to participate click here to register.
This site is dedicated to the memory of Paco de Lucía, Ron Mitchell, Guy Williams, Linda Elvira, Philip John Lee, Craig Eros, Ben Woods and David Serva who went ahead of us too soon.
We receive 12,200 visitors a month from 200 countries and 1.7 million page impressions a year. To advertise on this site please contact us.
|
|
Classical/flamenco guitar scale length reform
|
You are logged in as Guest
|
Users viewing this topic: none
|
|
Login | |
|

Richard Jernigan
Posts: 3321
Joined: Jan. 20 2004
From: Austin, Texas USA

|
RE: Classical/flamenco guitar scale ... (in reply to JasonM)
|
|
|
Here's a free download of Jose III's book: https://www.scribd.com/doc/311260901/BOOK-Jose-Ramirez-III-Things-About-the-Guitar Here you can get a new, but slightly worn paperback copy: https://www.stringsbymail.com/things-about-the-guitar-jose-ramirez-iii-4940.html Abebooks.com has a few used paperback copies, at stratospheric prices. I don't remember ever seeing a hardback edition, though I suppose there may have been one. A very important consideration up to the mid-20th century, was the physical properties of gut strings. Turns out that a gut string of a given length will break when tuned up to a certain pitch, independent of the thickness of the string. To tune the first string to e (about 311 Hz at A=415) with a reasonable margin of safety, allowing for construction and material qualities, wear, changes in humidity, etc., 650mm is a good length to choose for a gut string. Working with nylon strings, Ramirez could safely increase the string length by 10%, tuned to the higher A=440 pitch. Baroque guitars often had longer scales, but may have been tuned below e: https://thedutchluthier.files.wordpress.com/2016/11/stradivari-article-al-122-lr.pdf The Hill guitar mentioned first is one of five guitars known to survive made by Antonio Stradivari, more famous for his violins. RNJ
Images are resized automatically to a maximum width of 800px
Attachment (1)
|
|
|
REPORT THIS POST AS INAPPROPRIATE |
Date Nov. 16 2019 22:23:46
 |
|

kitarist
Posts: 1620
Joined: Dec. 4 2012

|
RE: Classical/flamenco guitar scale ... (in reply to Grashe)
|
|
|
quote:
It gets stiffer with less string length right? So I already commented that your suggested explanation for this was wrong, but what is actually going on then? I guess how the string feels when we push it transversely to its length is a bit more complicated than simply what its tension is along its length. Let's assume that we are used to whatever amount we push a given string transversely (displacing it from its resting tensioned position) before releasing it to get a good tone, and we are trying to do the same string displacement on guitars of two different scales; everything else is the same - same string material, diameter, and same pitch (and other things, also the same simplifications). On the one hand, as already discussed, the tension of the same string at the same pitch for the shorter-scale guitar would be smaller, since it varies as the square of the guitar scale L. On the other hand, a real strings is not perfectly flexible, i.e. it has some stiffness which resists our bending it transversely to its length. Maybe we can characterize that roughly by borrowing the engineers' concept of bending modulus: https://en.wikipedia.org/wiki/Flexural_modulus So the bending modulus varies as the cube of the length scale, or, if we rearrange it, the force for a given displacement varies as the inverse of the cube of the length scale (1/L)^3, i.e. it gets larger very fast as L gets smaller. When we displace a string a certain amount, we use a force which is balanced at equilibrium by the sum of the component due to string tension and the component due to bending stiffness. So, on the shorter-scale guitar, while the force component due to string tension gets smaller as the square of L, the component due to bending stiffness gets larger faster as the cube of 1/L. Maybe that's why the shorter scale guitar can feel like it needs more force to do the same stroke despite smaller string tension T. But then the two components are not supposed to be the same order of magnitude, and also the typical scale difference is very small, so I am not sure this is what explains it.
_____________________________
Konstantin
|
|
|
REPORT THIS POST AS INAPPROPRIATE |
Date Dec. 15 2021 19:35:09
 |
|
New Messages |
No New Messages |
Hot Topic w/ New Messages |
Hot Topic w/o New Messages |
Locked w/ New Messages |
Locked w/o New Messages |
|
Post New Thread
Reply to Message
Post New Poll
Submit Vote
Delete My Own Post
Delete My Own Thread
Rate Posts
|
|
|
Forum Software powered by ASP Playground Advanced Edition 2.0.5
Copyright © 2000 - 2003 ASPPlayground.NET |
7.800293E-02 secs.
|