[ subject was 'Breaking bass string' ] At 10:28 +0100 14/04/2011, I wrote: >OK, I've worked it out now and applied it to the published Rslau >breaking strains... The chart below compares the curves of (1. blue) 80% of 'practical breaking load' calculated from Rslau official figures and (2. red) the tension calculated with the formula T = 0.515 (dthou^1.667), which gives 60% of the 'ultimate tensile strength' = 'nominal breaking load' = 'mechanical resistance'. The scale goes from 10 mwg to 26 mwg including half sizes. I have inserted the American size 13 at column 6. As you see, the values are almost coincident except for the very thick sizes, where it really doesn't matter. I reiterate that this gives the absolute maximum at which point the wire reaches its elastic limit. The values in question are: 13: 151 lbs. 13 American: 156 lbs. 15: 188 lbs. 17: 225 lbs. 19: 267 lbs. 20: 287 lbs. 21: 308 lbs. The maximum allowable for bass strings, using Rslau wire, I have learned from long experience, is 55% of ultimate tensile strength and I never exceed this. In practice I use nearer 50% of UTS (60% of 'practical breaking load') for many serious pianos. It is only necessary to approach the elastic limit in certain very short pianos. Examination of hundreds of 19th and 20th century pianos shows that the great majority of them obey the same rule, some of them very closely. JD -------------- next part -------------- An HTML attachment was scrubbed... URL: <https://www.moypiano.com/ptg/pianotech.php/attachments/20110414/b6bb5435/attachment-0001.htm> -------------- next part -------------- A non-text attachment was scrubbed... Name: P32C67876 Type: application/octet-stream Size: 102244 bytes Desc: not available URL: <https://www.moypiano.com/ptg/pianotech.php/attachments/20110414/b6bb5435/attachment-0001.obj>
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