String Tension

Last modified by

on

Sep 29, 2022, 12:54:01 AM

Created by

on

Nov 12, 2013, 6:19:40 AM

T = {(\frac{P \cdot L \cdot d}{K})}^{2} [1 + f (copper) (\frac{D^{2}}{d^{2}} - 1)]

$T = (( "P" * "L" * "d" )/K)^2 [1+ f("copper")( "D" ^2/ "d" ^2 -1)]$

Overal Diameter

$"Overal Diameter"$

Core Wire Diam

$"Core Wire Diam"$

Speaking Length

$"Speaking Length"$

pitch

$"pitch"$

Wrap Metal

$"Wrap Metal"$

INPUTS

The inputs are as follows:

P - pitch (Hertz)
L - speaking length (inches)
d - core wire diameter (mils aka ${(\frac{1}{1000})}^{s}$ $(1/1000)^s$ of inches)
A - wrap wire material, D - total wire diameter (mils)

This equation, String Tension, references 1 page

• Piano String K by KurtHeckman

This equation, String Tension, is used in 2 pages

• Music 19s01abt037 by Winnie18

• Piano Tuner by KurtHeckman

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