Hi Ron, 5.5 is the typical SWratio for recent Hamburgs according to our extensive surveys. They are very consistent that way. One doesn't have to be "pushing it" to regulate 5.5 ratio on a Hamburg Steinway with factory setup. The 5.0 ratio I referred to was on a Steinway C 1896 that we installed TopHigh SW on after testing and listening to the tone and agreeing that for this piano in this situation TopHigh gave improvement. I know it's possible with an efficient geometry and we've achieved success many times with 5.0 ratios but typically we go for 5.3 - 5.5 ratio specs and have much less trouble. I have noticed that if the capstan/heel contact is significantly off the magic line then it action isn't as efficient and it take more dip to regulate. So Ron, I would expect your action to be very efficient since the jack/knuckle contact point is much closer to the magic line (line of centers) than conventional setups. Any data? What/which ratio do you set your action up for? Here is a scatter plot of 5 Hamburg Steinway D's from the early 1990's: http://www.stanwoodpiano.com/hmbratio.jpg David Stanwood >Date: Sun, 3 Nov 2002 01:36:55 +1100 >From: Ron Overs <sec@overspianos.com.au> >At 2:16 PM -0800 1/11/02, David Love wrote: >>Just to clarify my position on this a bit, I haven't yet encountered an >>action where low ratios below 5.5 didn't create regulation compromises that >>I found undesirable, and there it was pushing it. > >Agreed! > >> I was surprised to hear David S. comment that he achieved 10 mm >>dip 44.5 blow >>with an action that measured 5.0. > >If I recall his post correctly, I think he was referring to Hamburg >Steinways being regulatable with their typical 5.0:1 hammer/key >ratios for their largest piano. > >>That has given me some pause but doesn't >>change my own experience. > >I have watched a couple of Hamburg techs setting up Ds. Sure they >carry a "D" key dip block which measures 9.8 mm, but they actually >set the dip at around 10.5 mm from what I have observed. I have found >10.25 mm dip to be a practical minimum for such actions with >hammer/key ratios as low as 5.0:1. > >Terry Farrell's recent experiment, where he calculated hammer/key >ratios using leverage analysis and weight analysis, yielded typical >results. The higher 'actual' ratio occurs to a greater degree for >those actions where the lever contacts are further from the lines of >centres. The greater the lever contact distance from the line of >centres (particularly with regard to the Jack/roller relationship) >the greater will be the difference between the actual figures and >that calculated by lever lengths. One therefore should be careful to >compare figures between pianos by calculating the hammer/key ratio >via the same method when drawing conclusions, ie. don't measure one >piano via weight calculation and use the results to predict the >behaviour of another action by measuring it using the leverage >calculation method.... >Ron O.
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