Question for you action engineers. Assume two actions, A. has an AR of 6.5, B has an AR of 5.5. Strike weight at note 40 in A is 10 grams. Questions: 1. Can you convert the AR into some value for acceleration? 2. Since F = M*A, what will the hammer weight at note #40 in B need to be to produce an equal force to note #40 in A. 3. Is the relationship a linear one. The application is as follows: Assume you convert an old action from a 6.5 AR to a new action 5.5 AR. You have decreased the hammer speed by 15% (1/6.5). Does that mean that an increase in the SW of the same amount to 11.5 grams is needed in order to produce the same force with which the hammer strikes the string? The relevance is this. A change in the AR to a higher AR with no change in SWs will produce more force due to the increase in hammer speed. The piano gets louder. If you want to change the AR to a lower AR but want the force with which the hammer delivers energy to the string to remain the same, how much of an increase in mass is required? The answer I've suggested seems too simple on the surface (of course we're assuming hammers of equal density and not consider for the moment the increase in blow distance required for a lower AR which will increase the force * distance part of the equation.) More simply put, does it makes sense that a lower AR will require a heavier hammer to deliver an equal force and how would you equilibrate that with the original action if that was your goal. David Love www.davidlovepianos.com
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