On Dec 5, 2009, at 12:43 PM, Ron Nossaman wrote: > Fred, I still don't know what you're talking about. We've talked > about break% for years and years and it's always been percentage of > breaking tension at the string's current tension. How about posting > the formula from your spreadsheet, as I did from mine, so I can see > what you're doing? > Ron N From the "Collins" spread for tension: =((StringL*FreqP1*CoreDia)^2)*(CoreDens*PI())/(9.81*10^12)*(1+ (IF(ISBLANK(CovDia),0,1))*((CovDens/10000)*(((CovDia^2)/ (CoreDia^2))-1))) % break: =IF($D$5="Röslau",100*L19/LOOKUP(F19,$AA$20:$AA$60,$AD$20:$AD$60), 0)+IF($D$5="Pure Sound",100*L19/LOOKUP(F19,$AA$20:$AA$60,$AC$20:$AC $60),0)+IF($D$5="Malcom Rose C",100*L19/LOOKUP(F19,$AA$20:$AA$60,$AB $20:$AB$60),0) For the "Roberts/Rhodes" tension: =(RC[-9]*RC[-8]/802.6)^2*2^((RC[-10]-(440-R11C2)/(440-415.3))/ (6))*(RC[-6]*(RC[-7]^2/RC[-8]^2-1)+1) % break =RC[-4]/(0.557*RC[-12]^1.667)*60 Which isn't exactly the formula, and if you can decipher it, you are doing better than I am. The Roberts uses inches, Collins is metric FWIW. Regards, Fred Sturm University of New Mexico fssturm at unm.edu -------------- next part -------------- An HTML attachment was scrubbed... URL: <http://ptg.org/pipermail/caut.php/attachments/20091205/8d70df0c/attachment.htm>
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