Do 7 strings have a higher string tension than a six? I mean if I tune a 7 to B standard and I tune a 6 to B with a 52, will the six be looser, and if so how much of an increase in guage would compensate for this? 54, 56 more? Thanks
Well...generally speaking you can make a 6-string's string tension just as tight, but it requires a good amount of adjusting whereas basically a 7-string guitar will have a good tension to begin with. HedPE and Soulfly (for example) use some pretty low tunings on a 6-string...and they sound pretty tight to me
~006
Dude - I cannot believe you picked those two bands as examples Might as well bust out Limp Bizkit and Korn for examples of 7-string tunings! But yes, as long as the neck scale length is the same, I doubt it would matter too much whether there were 6 or 7 strings as long as the string thickness was the same.
Do 7 strings have a higher string tension than a six?
Well...generally speaking you can make a 6-string's string tension just as tight, but it requires a good amount of adjusting whereas basically a 7-string guitar will have a good tension to begin with. HedPE and Soulfly (for example) use some pretty low tunings on a 6-string...and they sound pretty tight to me
~006
Yep, the amount of strings has nothing to do with string tension. If the guitars have the same scale, then they both have the same tension with identical strings.
uh, I'm no expert but I would have second guess "has nothing to do with" here.
Well what would you guess it does have to do with it?
Okay... let's talk about the simplest case we can - a fixed bridge. The tension on a string is proportional to the string's 'unit weight' (which depends on its material and radius, as far as we're concerned') multiplied by the square of the scale length and the frequency it's tuned to. Note the absence of the phrases 'how many other strings there are' in that proportionality. A six-string with 13-56 in B will have the same string tensions as a 7-string in standard with the same 13-56 for six of the strings; an additional string on the top or bottom adds more tension to the guitar (and thus to the floating trem, if one is on the guitar) but IT DOES NOT CHANGE THE OTHER STRING TENSION because that is dependent on the string weight, the frequency, and the scale length. Now, common misconceptions arise because a floating trem will have more overall tension on its springs because the sum of all the string tensions is acting on the trem, but that only makes the trem (and as a result, bends, but to a lesser degree) tighter and this is of course irrelevant with fixed bridges. Also, seven-strings commonly have longer scale lengths to keep the low B from sounding like fucking a loose asshole. But, again... it doesn't matter how many strings are on your guitar, tension is related to mass, scale length, and frequency... and for all practical intents and purposes, nothing else.
Jeff
It makes sense to me that if you add a 7th string, then the force between the wood and the pull of the strings changes. There are more strings, which bends the neck differently. Of course, there's more wood, which offsets about the same amount of the pull of the strings. And then you have a less taught truss rod to complicate matters further.
By the way, I'm not trying to make a desperate attempt at saving my last post, I'm just trying to grasp this better. It just doesn't seem right to me that a string on a 6 string will have the exact same tension as on a 7 string. Close, yes. Negligible? Maybe.
I'm not trying to question anyone's knowledge but let me give a hypothetical example, because it will help illustrate whether I'm right or wrong here:
Say you have a rubber guitar. With six strings, the firmness of the rubber (did I just say that?!), looks normal and plays normal. Now add a 7th string and the guitar bends like a Robin Hood bow, probably like one you could find in Gavin's room. So to straighten it, you use a super-truss rod....well, you know....actually now that I think about it, I guess you're right...the truss rod activity would offset the extra string...hmmmm. But wouldn't that affect the scale of the guitar? Minutely??? Hmm.