List: The recent thread pertaining to this has got me off and running again. I must admit I have been frustrated by the seeming lack of information that directly addresses this point. Lots of hints and physics pertaining to terminations in general.. a few declaratory statements in a couple books without any hard science to back them up.. etc. The reading leads me to believe that McMorrows statement is true enough.. but just how significant it is, is another matter. So... as soon as I get my handy dandy portable puter back.. which has been down for a couple weeks now (repairs of such things here in Bergen is slow). I am going to do the following little experiment and post the results to the list for anyone who may be interested. I intend to take inharmonicity readings from the tenor / treble break upwards on a piano I have at my disposal. This piano has a very sharp v-bar configuration with pressure bar behind. The V ends at about 0.3 mm (no kidding), is just very slightly softened (rounded) at the edges of the V.. just enough to take the cutting edge off so strings can survive. It is a non-hardened termination in a old style green sand cast. Low tension scale (probably a neccessity for the configuration to work). After taking the inharmonicity readings I will remove the strings from this section and widen the termination gradually to reach 1mm at the very top. This is off course going to increase downbearing, but this is an old piano (110 cm high) with a board that has flattened out a good deal and I do not anticipate that the increase in bearing will cause problems. In any case the effect of increased downbearing will not influence the results I am looking into. After widening the termination I will then reset the same strings (for controll purposes) and take new inharmonicity readings and compare the two sets. This should give a pretty good indication as to whether there is to be expected any significant change in string inharmonicity by use of said proceedure. Should be fun, and I am definately going to learn something. -- Richard Brekne Associate PTG, N.P.T.F. Bergen, Norway
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