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<TITLE>Re: flagpoling or killing pin-block?</TITLE>
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<BLOCKQUOTE>My interpretation of the whole issue of bending of the pi=
n is this: The tuning the pin flexes upwards while one raises the pitc=
h whether one realizes it or not. This is due to the many forces=
acting on the pin during the raising of the pitch. At res=
t there is the string tension pulling downwards on the pin, not only a rotat=
ional tension but a vertical tension. The rotational force (torque) is=
balanced by the static friction between the pin block and the pin. Th=
e downward force is balanced by the strength of the elasticity of the =
steel in the tuning pin. The pin IS flexed down while there is string =
tension on it.<BR>
<BR>
The tricky part is understanding how the tuning lever is acting on the pin.=
When the string moves during the raising of pitch the forces ar=
e no longer in balance. At the very least (if the force of the t=
uning hammer is imagined as a person pulling on another string wrapped=
around the pin the other direction) , the rotational friction between=
block and pin and the tension of the string have been overcome. If th=
e string is moving (raising pitch) has the vertical tension also been =
overcome? The solution is complicated by the fact th=
at the force from the tuning lever is off center because it has one handle. =
Which direction is it being pulled from? Usually the from right but th=
e variations in lever and arm position could cause upwards or downwards forc=
es to act on the pin. The technicians arm position may also not be in line w=
ith the rotation of the pin (though it should be as close as possible) which=
is probably why this is more of a vertical piano problem than with a grand.=
Ever try to break a lug nut free with a tire iron and have it come fl=
ying off into the ground? That's because (like the tuning lever) the f=
orces are not applied purely as torque or tangentially to the pin. <BR=
>
<BR>
The school of thought of "tweaking " the pin back down into its r=
esting position believes that the pin has been relaxed from its flexed posit=
ion during the tuning. A third hand to play the note and a T handled t=
uning wrench with the other two hands on it is what we need. Or a phys=
ics (mechanics) major.<BR>
<BR>
Sorry for the lengthy diatribe.<BR>
<BR>
Jon Rhee<BR>
Weymouth, MA<BR>
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