Hi Stéphane
As I understand it there is a whole school of piano making that does
just this. One method still in use in some places is to spread fine
corned sand on the panel and use a device to input vibration to the
soundboard in order to find the resonant modes and to identify the modal
nodes and lines. Thining of the soundboard at various areas is then
used to manipulate the location of these line and frequencies of the
lower resonant modes to what the manufacturer considered desirable.
Petrof uses a lot of modern technology today to accomplish basically the
same kind of thing. Just exactly all the specifics of that I cant tell
you, but Jan Skala of Petrof is a very amiable fellow who loves to
discuss piano technology with folks...so drop him a line if you are
interested in more.
There are several approaches to localized impedance matching problems
and I am sure I havent a clue as to more then a few of them. But Ron
O's description of mass loading is definantly one. A kind of seat of
the pants approach as well I might add.
Cheers
RicB
So I can't help but thinking about the soundboard tuning (flame suit
on). I
read that Ron O does this after stringing by adding mass to the
bridge, if I
understood well. But couldn't a belly man fine tune the board
before it is
glued in the rim ? I mean, I don't think of a F or a F# as lowest
proper
resonance frequency (as was recently suggested, grin), but more
achieve a
certain proportionnality between the proper modes of the board, in
the same
way that violin makers still do. Localy adjust the panel or the ribs
stiffness (not only letting the bass move more freely) could bring
some of
the otherwise inharmonic modes of the board into a partially more
harmonic
pattern that I suspect helping the whole thing breathe with more ease.
Ok, the board is not a xylophone, and is first designed to achieve
structural integrity and provide a surface for air contact, but
eventually
the board will resonate, and all of it's modes will respond in some
amount
to any note or chord input by the strings. Wouldn't it be
beneficial if
those modes themselves are sympathic to each other ? And the impedance
holes problems, if any, wouldn't they be less obvious if all the
modes were
a bit higher, so the "distance" between the modes would be lineary
reduced ?
Couldn't the "one note kills" effect have to do with this ?
Again, just a thought hoping to raise good comments from the list.
Best regards.
Stéphane Collin.
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