MF_Kitten
Set up us the bomb
The tension equation is T = U * (2 * L * F)squared.
For a particular pitch F on a particular scale L, T is proportional to U, the unit weight (the weight of 1 inch of string).
This means double the unit weight -> double the tension.
So essentially tension is proportional to the string mass. One way would be to use a hypothetical ultra-high density wrap wire, but if you are using standard steel wrap wire there's only so much mass you can squeeze into a particular gauge. Depending on the string construction (formula) the mass of a particular gauge does vary slightly, hence the slight variation in tension between different brands. Comparing the unit weight data of nickel roundwounds published by D'Addario and Circle K, the CKs are very roughly 5% more massive for the same gauge, for example the CK 130 has the mass of the D'Addario 135. So CKs are slightly tighter than D'Addario for the same gauge.
I hope this makes sense![]()
thanks! i guess they feel looser because the sets are totally balanced through all the strings then.
Skip, do you use the same formulas for all scale lengths? i am assuming yes?