Hello Ric, Back with just a bit of data: Moving the whippen heals as close to the whippen flange as possible (about 3mm) gave considerable more hammer travel for the 10.5mm key dip that I did not change. Blow increased from 41 to 47mm. The expense was an increase in balance weight from around 40 to around 44. I changed the action spread just to see what would happen, reducing it from 113mm to 112 mm and the effect was similar to the above. The bonus was that the knuckle jack alignment improved. Put back to 113 at end of day. Now the capstan whippen heal interface puts the capstan at the extreme edge of the whippen heal - especially in the treble. I had hoped to move the capstans closer to the balance rail by 3mm but not with these whippen heals in this new position. Put everything back like it was and the 41mm blow distance returns. Basically this was nothing more than centering the whippen heals on the capstans. It is curious to me that the measured key ratio and the weighted KR of notes #1 and #88 are the same at 1.83 in mm and .54 in grams. However, the key sticks differ in length by 10mm, and the key capstans also taper bass to treble only not as much - more like 3mm. Example: key front to balance rail #1 = 232mm and #88 = 222mm Balance rail to capstan #1 = 127mm and #88 = 121mm In either case the weighted and measured ratios appear to compare but the key length and taper of the capstan line are not obvious unless you measure or try to decide how to position the whippen heal to the capstan. A clear need for measuring. In addition, #1 has 3 leads and #88 none - measuring cannot detect this. Another puzzle to solve is positioning the whippen heal to the capstan. As the capstan line tapers, should the whippen heal line also taper to match the capstans? This would change the WW value?? Or keep the whippen heals a fixed distance from the flange center pin?? This would effect whippen travel?? Confused. Thanks for taking an interest. Gene I would have thought the same until the example given by Gene. Seems to provide a contradiction whereby clearly the weight ratio was the more dependable. Of course we have to await more info from Gene on this... but I'd actually like to get to the bottom of what causes the apparent discrepancy between the two protocols. Stanwood will be the first to acknowledge that ratio taken his way versus a distance ratio will yield different results at least as often as not, if not more so, and he has done some comparative work to find a happy marriage between the two. But I dont think he's seen such an extreme example as Gene's seem to be at the moment. Cheers RicB .....Dale Erwin’s practice of measuring hammer movement for a predetermined key movement is much superior for determining the ratios. This automatically makes allowance for the vertical and horizontal components of movement of every action part. Similarly, calculating the ratio from weights rather than distances returns more accurate values for action ratios. The problem with physical measurements is that it is often difficult to accurately measure, visualize alignment, avoid being deceived by parallax influences, etc..... Frank Emerson
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