I think there has to be some kink of balance. I remember old uprights with cedar shanks in the treble section. When I replaced some of these broken shanks with maple ones, the tone would get ugly. Mind you these hammers were tapered a lot and were very light, but there must be a reason why the cedar shanks produced such a good tone compared with maple ones. There is so much that happens when the hammer hit the strings that we don't know. It's a very complex system and we only can try different things, but going to just a more rigid shank might not solve all our problems. Marcel Carey, RPT Sherbrooke, QC > -----Message d'origine----- > De : pianotech-bounces at ptg.org > [mailto:pianotech-bounces at ptg.org] De la part de ed440 at mindspring.com > Envoyé : 26 novembre 2006 21:39 > À : Pianotech List > Objet : Re: Scruffing -was - Over-Strike vs Under-Strike > > > I believe Kawai experimented with carbon fiber shanks and > decided to stay with wood. I don't know why. (Don Mannino's > class on the millenium action has the finest high speed > movies of a piano action I've seen.) For an experiment you > could probably just glue two shanks together and see if it > made a difference. Ed Sutton > > -----Original Message----- > >From: carlteplitski <koko99 at shaw.ca> > >Sent: Nov 26, 2006 9:00 PM > >To: ed440 at mindspring.com, Pianotech List <pianotech at ptg.org> > >Subject: Re: Scruffing -was - Over-Strike vs Under-Strike > > > > > >What a great subject. Have read all or most of the > opinions thus far. > >Am thinking that whoever asked > >if it was possible to tune out the flex has come close to > the answer for > >" me." If a stiffer shank were used, > >and the strike point, or " sweet spot " of the hammer was > able to make > >contact, flex should be mininized. > >The incorrect flex robs the impact position of power and > direction , > >because square contact > >is compromized. Assumming that the correct geometry has > been satisfied > >, by putting all the working parts > >in their proper position before action takes place, then the > quiet or > >violent movement of the key will determine > >if the hammer must flex or not. I don't think an action > can be built > >to be able to satisfy " ALL " the possible > >weights which can be applied at any time by an individual . > . Power is > >realized by square contact, at any speed. > >A glancing blow isn;t as powerful as one straight on. > > > >Carl / Winnipeg > > > > > >>What does scruffing do to the sound? > >>If the hammer did not scruff, would the piano sound different? > >>How hard do you have to play to have significant scruffing > in a vertical? > >>Is it more significant in a particular range? > >>Ed Sutton > >> > >>-----Original Message----- > >> > >> > >>>From: Frank Emerson <pianoguru at earthlink.net> > >>>Sent: Nov 25, 2006 1:00 AM > >>>To: Pianotech List <pianotech at ptg.org> > >>>Subject: Re: Scruffing -was - Over-Strike vs Under-Strike > >>> > >>>It's been a while since I have seen the slow-motion photographic > >>>study, but to the best of my recollection, the shank > flexing due to impact with the strings seems to overpower > other considerations. Uprights could certainly benefit from > more substantial shanks. I said that my drawing was > exaggerated, but not by much. It is amazing how an upright > hammer flops around before coming to rest. > >>> > >>>Frank Emerson > >>>pianoguru at earthlink.net > >>> > >>> > >>>----- Original Message ----- > >>>From: Steve Fujan > >>>To: Pianotech List > >>>Sent: 11/25/2006 12:02:22 AM > >>>Subject: Re: Scruffing -was - Over-Strike vs Under-Strike > >>> > >>> > >>>Wow Frank, great sketch! > >>> > >>>Hmm...... > >>>So, if the shank flex causes upward scruff, and the offset axis > >>>causes downward scruff, then could they be "tuned' to cancel each > >>>other out? > >>> > >>>Intuitively, it seems like scruffing and flex are both power and > >>>clarity robbers. Could super stiff shanks help minimize both? > >>> > >>>Steve Fujan > >>> > >>> > >>> > >>> > >>>On 11/24/06, Frank Emerson < pianoguru at earthlink.net> wrote: > >>>How can scruffing occur unless the hammer shank flexes? > It does flex, and it does scruff, but always upward. As the > flagpoling of the shank reverses, the hammer begins to scruff > downward just as it is rebounding from the string. The > proximity of the axis of rotation to the string is less > significant than the length of the hammer bore from the > strike point. This can be seen in slow-motion photograph > of action movement. It is amazing how much an upright shank > flexes. You would think it would break before flexing as > much as it actually does. A grand shank flexes also, but not > nearly so much. The drawing below is simplistic and > exaggerated, but illustrates the point. > >>>Frank Emerson > >>>pianoguru at earthlink.net > >>> > >>> > >>>----- Original Message ----- > >>>From: Steve Fujan > >>>To: joegarrett at earthlink.net;Pianotech List > >>>Sent: 11/24/2006 12:47:45 PM > >>>Subject: Re: Over-Strike vs Under-Strike > >>> > >>> > >>>Shifting slightly to the concept of scruffing... The > hammer contact will always "scruff" towards the hammer pivot > axis (unless the pivot axis could somehow lie in the plane of > the string). The closer the pivot axis is to the string, > the less "scruffing" will occur. > >>>Steve Fujan > >>> > >>> > >>>On 11/24/06, Joseph Garrett < joegarrett at earthlink.net> wrote: > >>>Upon reading the follow-ups of Jons query, I'd like to > wonder which is > >>>which. I've always considered "Over-Strike" as the > Downward angle of the > >>>hammer, which would put the hammer Beyond Perpendicular. > ??? Am I correct > >>>on that? If so, then, "Under-Strike" would be, where the > hammer does not > >>>achieve Perpendicular, on contact?? The "Over-Strike" > hammer, (on an > >>>Upright), would "scruff", (for lack of a better word), > downward, at impact. > >>>The "Under-Stike" hammer would therefore "scruff" upwards. > >>>Do I have all of this backwards? Confused minds need to > know what the > >>>consensus is.<G> > >>> > >>> > >>>Joseph Garrett, R.P.T. > >>>Captain, Tool Police > >>>Squares R I > >>> > >>> > >> > >> > >> > >> > > > >
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