David Stnawood wrote: > [....] > To measure shank strike weight use the above method but with the > hammer removed and the end of the shank resting on the felt wedge. > Your measurement of `shank strike weight' will lead to inaccuracies if it's used for dynamic analysis. Consider just the shank temporarily. Assume this is a cylindrical rod (for simplicity). The shank strike weight measured as you describe will be 1/2 the weight of the shank, since it is resting horizontally on two pivots. For static analysis this is fine (first moment about the pivot). Using the same `weight' in dynamic analysis will give inaccuracies, because you need to use the moment of inertia (second moment about the pivot) in this case to find the `effective mass of the shank'. For a cylindrical rod the moment of inertia when pivotted at the end is 1/3ml^2, thus the rod striking another mass (e.g.the string) at its endpoint will behave as a mass of only 1/3 the total shank mass...rather than 1/2 as you get with the static shank weight. The same comments also apply to the hammerheads because their mass is distributed about the strike line. Unless all the mass of the hammerhead were located at the strike line there is difference between static (first moment) and dynamic (second moment) `effective mass'. These differences may turn out to be not too significant, but they should be checked....bigger hammerheads and/or larger shank/hammerhead mass ratios would increase the significance of the effect. Stephen Birkett (Fortepianos) Authentic Reproductions of 18th and 19th Century Pianos Waterloo, Ontario, Canada tel: 519-885-2228 fax: 519-763-4686
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