WTT: What's the effect of wall thickness?
- Jerry Freeman
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Isn't the undercutting of holes, and/or their bevelling from outside, another cure?Daniel_Bingamon wrote:Yes, Closed hole correction becomes a big factor in thick walled whistles.
It also lowers the local cutoff frequency of each hole. This causes the sound radiation pattern to change at lower frequency. You can compensate by using wider toneholes. This causes wider spacing and therefore encourages the builder to make conical bores to keep things within reach.
Just as one example, the "pignose" holes of recorders are minute compared to the wall thickness, but they're set deep in a cylindrical cut-out reducing the local wall thickness. It rather seems to work: most decent recorders will play correctly the C#, one half-tone above bell, through a minuscule hole.
To compare, I'm yet to find a whistle sounding a good half-holed, low-register, D# without a buzz...
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Had anybody ever wonderd why Shaw Low whistles have what look like shoe eyes in the tone holes :roll:Thomas-Hastay wrote:Jerry wrote:"Whats the effect of thicker or thinner walls on behavior, timbre etc."
Using deep toneholes allows the designer to bring the fingerholes closer together in a keyless design because each tonehole is a "bore lengthener". One example of this use would be the last tonehole in a low whistle, to move it closer to the voicing without losing "apparent length".
Stacey has the most bodacious fipples! & Message board
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- Jerry Freeman
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Zoob is correct.
Dave Shaw has intentionally used the chimney effect to bring the bottom holes for each hand closer to the other two holes. Those eylet looking things are the top, flared over surfaces of little tubes that extend into the toneholes.
Best wishes,
Jerry
P.S. Stacey, I think you knew that, right?
Dave Shaw has intentionally used the chimney effect to bring the bottom holes for each hand closer to the other two holes. Those eylet looking things are the top, flared over surfaces of little tubes that extend into the toneholes.
Best wishes,
Jerry
P.S. Stacey, I think you knew that, right?
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Let's have some fun!
This subject was discussed almost to death, including the issue of internal chamfering amd the Coanda effect, a few months back in a WTT article string. I don't know of any comprehensive discussion in a book, though. Careful analysis of Pete Kosel's "flutomat" code (very clearly written in Javascript), will give you some insight into the mathematics for straight bores. Pete hasn't obfuscated the code, and has named variables reasonably, and provided good comments. A great exercise for someone more a mathematician and physicist into fluid dynamics, would be to modify his program to include tapered bores. Probably provide months of fun for someone so inclined!Jerry Freeman wrote:Still waiting for that reading list.
*Drums fingers.*
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- Jerry Freeman
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Oooooohhhh... s*it!!!
Hi again, Jerry! Remember, my friend, you asked for this!Jerry Freeman wrote:Thanks, Serp.
That's helpful. I'll look into the old WTT threads again. In the meantime, I'm wondering if anyone could provide definitions for some of the technical terms, especially in Daniel's and Thomas' posts?
Again, I'm very appreciative of your help.
Best wishes,
Jerry
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You are gonna be soooo sorry!!! (I know I am! Now I got more homework to do. Thanks a lot, you kniggggggett!!)
Cheers,
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