To follow up on a thought I posted regarding hardness of hammers matching with soundboard design and spectral analysis. Below is a page from the five lectures in which a spectral analysis is performed on hammers of varying degrees of softness. Figure 12 is a nice illustration of the differences between soft and hard hammers with respect to the strength of the harmonics they produce--something we all know but this provides a nice way to picture it. Somewhere along that graph is probably a balance of partial strength that most of us would find desirable in a satisfying, complex piano tone. Again, the relationship to soundboard design that I'm curious about might be in the area of spring rates and that relationship to how hard or soft the hammer needs to be to deliver something desirable at the attack point and still provide the full spectrum of overtones that we want. If a particular soundboard design that produces a lower spring rates forces us, for the sake of a pleasant attack, into the use of too soft a hammer to create that overtone balance, the price paid for too low a spring rate might be in the strength of certain partials concomitant with the use of that particular hammer and a resulting nice and round but maybe somewhat dull or unexciting tone. The next question, then, is whether there is a relationship between CC vs RC&S soundboards and the resulting spring rates. As I have heard RC&S boards that required a fairly firm hammer and ones that required a fairly soft hammer it is apparent that there is nothing inherent in the RC&S structure that dictates a hammer density one way or the other. So if the spring rate is what is at issue, I can't see why it couldn't be controlled no matter what style you used. I wonder, though, whether there isn't something inherent in the process of CC that produces a certain spring rate due to panel compression that might have to be created in other ways with an RC&S board. How those "other ways" might also influence tone production is yet another question to ask. www.speech.kth.se/music/5_lectures/hall/theory.html David Love davidlovepianos@comcast.net
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