Below is a copy of an E-Mail which I sent to Bill Spurlock some time ago answering a question he had about a device that would measure the angular accleration. Its one thing to be concerned about touchweight but equally if not of greater importance is this question of angular acceleration. We can not practically measure this quantity in a piano action but we can deduce a something similar with a technique which I describe below. I have discovered a device that is commonly used in Physics labs. It consists of a infrared photogate that can measure the speed of the shank at several places in the arc of its travel. What I have found is that you must look for an equivalent measure for angular acceleration, i.e., you have to consider a variable kinetic friction force and a changing weight component as the hammer-shank assembly moves through it stroke, and call this your angular acceleration. You can take about five samples with a reasonable gram mass at the front of key and determine Shank speed as a function of key travel. I use as a standard measuring point a point on the shank 100 mm from the center of the center pin and this is the point I consistently measure. Letoff must be out of the way and drop should be in the correct place. First, I'll start with some front rail punchings measure with a micrometer, and say, take my first setting with 0.1 " of punching placed on the front rail. The weight is set on front of the key to get the key to rest and the hammer to position itself at the location that corresponds to this 0.225 " key travel. Next, set the photogate to measure the speed at this point in the travel of the shank by removing the punchings and taking an average of, say, ten readings. I typically find that the speed of the shank is the fastest at about half way through its travel. I originally had thought that the acceleration would be constant. What needs to happen now is that the procedure, standardization, and statistical analysis need to be developed before one tries to market it has a device for technicians. Michael Wathen College-Conservatory of Music Univeristy of Cincinnati
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