And the nice thing about GHS is that they show their tension with reduced frequency of their Strings. So a typical 34" scale bass tension reduced 7 semitones is close to my 23" scale
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I'm a little concerned about some of the assumptions being made about swapping strings.
I'm not pulling this out of a hat. Aside from building a few instruments of my own, I helped luthier Tony Karol (www.karol-guitars.com) to tool up his shop for the switch from electric to acoustic guitars. I have seen his designs evolve as he went from being an unknown maker, to someone who builds for people like Stephen Bennett and Bruce Cockburn.
Solid body basses are essentially a plank with fine wires stretched across them. As long as the truss rod is good, there shouldn't be any issues when experimenting with different string types and gauges.
Acoustic guitars and basses are a different proposition.
Here are some of the possible issues when you bump string tension up:
- The body is built as light as possible. to optimize acoustic output.
- Acoustic basses are more of a challenge to build than guitars.
- Conventional flattops are particularly prone to issues, because the soundhole weakens the top along a plane in line with the string pull.
There can also be major variations in tension on strings of the same gauge, depending on the type of core and winding materials used, the relative size of the core to the windings, etc.
- The torque against the bridge pins and the saddle can cause the back half of the top to belly up, and the area between the bridge and soundhole to sag.
- As that s-curve builds up over time, it causes the neck to rise at the headstock. You may have seen this on acoustics where the action is too high and can't be lowered, because the saddle is already almost flush with the top of the bridge.
- The glue joint can fail, causing the bridge to separate from the top starting at the back edge.
- Bracing can separate from the the top.
- Tops can crack (especially solid tops).
You can check this out by clicking on the "Family Tension Chart" links on the D'Addario website.
Here are some long scale bass numbers to compare:
And some guitar-scale examples:
- ETB92 Medium long scale tape wound, 50-105, 146.1 lb.
- EXL170 Light long scale Nickel rounds, 45-100, 165.6 lb.
- EXPPBB170 Light long scale phosphor bronze acoustic, 45-100, 190.8 lb
- ECB81 Light long scale Chromes flats, 45-100, 199.75 lb.
Note that the tops on our guitar-scale acoustic basses are braced to sound good, have a strong output and be reasonably durable with about 140lb less string pull than something like a full-sized Dean or Ibanez ABG.
- EJ16's, the standard 25.5" EXP light gauge 12-53 six-string steel core phosphor bronze guitar set. 156.3 lb
- EXPPBB190GS, the 37-90 nylon rope-core bronze-wound 4-string set used on a bunch of these basses. At the Taylor 23.5" scale, total tension is only 50.16 lb.
- A 37-90 set of Kalium nickel round singles, to illustrate the difference with a conventional metal-core string set: 59.2 lb
- A 31-86 4-string set of Kaliums, selected to roughly match the string pull on the Taylor: 49.5 lb.
If overly heavy strings and/or poor humidity control damage the top, and neck reset is sometimes the recommended fix. This is a major, rather scary repair, and typically wouldn't be worth doing on a cheap acoustic bass. The Taylor has an advantage in that the bolt-on heel design allows for adjustments. Still, this is not a risk you want to run, especially since a bowed top typically has a negative effect on sound production.
This is why some of the manufacturers are playing hard to get when we ask about switching string types.
I would be reluctant to increase string tension more than 10 to 15%, compared to the stock strings on our respective basses. That only gives you about 5 to 8 lb leeway in overall tension.
That still presents some options for assembling custom sets from singles. Provided that the tuning pegs will accept them, this could be done without risking mayhem.
More on that tomorrow...
Nope...And the nice thing about GHS is that they show their tension with reduced frequency of their Strings. So a typical 34" scale bass tension reduced 7 semitones is close to my 23" scale
Hey all....so I just got back from a wonderful trip to Sweetwater Music and playing a bunch of basses. I came to the conclusion that the PNB14E is now my new top runner. The AVNB1E did sound a touch better to me, but I don't think it's $150 better. After playing these two, I was able to play the MK Sojourn 4K. The 4K just sounded too guitarish, while both of the Ibanez's just sounded better (at least to me, they just sounded more like a bass). I'll post a pic if I ever decide to buy one!
Yes.And the nice thing about GHS is that they show their tension with reduced frequency of their Strings. So a typical 34" scale bass tension reduced 7 semitones is close to my 23" scale
Tuning a string to a given pitch on a 34" scale instrument, then detuning it 7 half-steps, and finally tuning the same string on a 23"-odd instrument to the second pitch instead of the first, given one is moving the goalposts.Nope...
You need to use the formula to calculate the tension.
I'm no mathematician, but slackening off a long string is not the same thing as tuning a shorter string up to the same pitch, and the formula is not linear- it involves squaring the product of twice the length times the frequency.
Using the formula for string tension and the GHS chart:
- On a 34" bass, an NB40 nickel round tuned to A3 (110Hz) is under 54.5 lb of tension.
- On the same 34" bass, if you detune the same string down to D2 (73Hz, 7 semitones lower), the tension will be about 24 lb.
- If you put that string on a 23.5" Taylor GS Mini, and tune it up to D2, the tension will only be only 11.5 lb.
- In other words, the actual tension will be less than half of what your method would predict.
Why would you want to move the goalposts by tuning the D string on a mini bass up a fifth?Yes.
Tuning a string to a given pitch on a 34" scale instrument, then detuning it 7 half-steps, and finally tuning the same string on a 23"-odd instrument to the second pitch instead of the first, given one is moving the goalposts.
What @tymbrewolf wrote is correct.
In your thought experiment the initial point was having the string (originally a G string, but the point about having lighter gauges to preserve the integrity of the acoustic instrument is not missed, more on that below) arbitrarily tuned to a fifth up on a 34" scale bass, then brought down the same amount, then compared to having the same string on a shorter scale at the final pitch, in so doing missing any significance of the downtuning procedure; the result appeared to contradict tymbrewolf's intuition, namely that in order to have a sense of the tension of a string on a different scale, a quick-and-dirty (but by no means inaccurate) method that avoids calculations is to check the tensions provided for that string for 34" scale at a lower pitch, corresponding to the difference in scale (=so that a lower-pitched open string on the long-scale one would allow a fretted note, on the same long-scaler, to have the desired pitch at a distance to the bridge similar to the scale of the shortie, at a similar resulting tension).Why would you want to move the goalposts by tuning the D string on a mini bass up a fifth?
There you go. That was my point.@tymbrewolf was right in that sense
My impression is that the TBer in question was not strictly sticking to your exercise, but just discussing how to have an idea of what (obviously extra-light) tensions to expect from a bass set of common gauges, made by a company that bothers to provide tension data, when it is installed on a shorter-scale instrument. Without adjusting said gauges, that is. Relative to the topic at hand (guitar-scale acoustic basses that come with light-tension, nylon-core strings, and are presumably not built to withstand much more tension than the stock string complement provides), we could say that this line of reasoning addressed the "preserve normal tuning" and the "without breaking anything" part of what you (and others, I presume from your "we") are interested in, rather than the "get a little more tension".but only if you forget the original point of the exercise.
We're looking for ways to preserve normal bass tuning with other string types, and maybe get a little more tension without breaking anything.
Agreed on all counts, except that the above isn't and wasn't "my" logic. That there fella's made of straw, look *this* way.Using your logic, we tune a mini-bass up to something like A D G C, and get roughly the same string tensions as a normally-strung 34" bass capo'd at the 7th fret. However, the outcome is negative in two very significant ways:
- We don't have a bass any more- we have a short-scale 4-string baritone guitar.
- Tuning it up to 20-odd pounds per string risks pulling it apart. D'Addario's published tension for the EXPPBB190GS set is only 50 lb for all four strings, and that's what these basses are designed around.
My apologies to any onlookers who are struggling to follow all this math.
For an easier way to derive the right string gauges for a mini bass with nickel rounds, go to the Kalium string calculator, and plug in the scale length of your bass at the top of the page:
Link Removed
You'll quickly see that in order to put conventional steel-core strings on your Taylor without changing the tuning or raising the tension a bunch, you'll need to drop the gauges a bit from the stock values of 37 50 62 90...
Except that in the context of previous posts about trying to order non-standard strings, timberwolf's reasoning resulted in an estimated string tension that was more than double the actual tension in normal use. That's a big difference in terms of feel, and response when you dig in....The point is that tension at D2 on the 34" is close to what we get at A2 on the 23". Any other comparison misses the detuning by x-semitones reasoning (that one may not find it interesting in and of itself is another matter, of course). that one post of yours that I originally quoted claimed that said reasoning yielded inaccurate results, by quite a significant margin. I simply pointed out how and why that isn't the case.
Again, @tymbrewolf's reasoning only results in having the roughly correct idea of the tension of a set, or individual strings if sold individually, on the shorter-scale bass, within six or seven pounds. Nothing more, nothing less. Depending on the chosen gauges, the total tension may or may not be similar to that of the D'Addario EXPPBB190GS set that most of these instruments come with (and are probably designed to have on), which may be pertinent to the thread but outside the scope of the member's post. "Wanna know how much a bass string pulls at ±23"? Got a tension chart for that string, with values at standard scale? Look a fifth down your target pitches, here's your tensions. Bam. Yeah, not bang-on down to a fraction of a pound, but close enough. Don't believe it? Do the math: yep, it is close enough." That's all.Except that in the context of previous posts about trying to order non-standard strings, timberwolf's reasoning resulted in an estimated string tension that was more than double the actual tension in normal use. That's a big difference in terms of feel, and response when you dig in.
That's why I spent all that time creating some sample tension charts using real-world numbers on commercially available singles.
If he'd ordered loose singles for his bass based on the down 7 semi-tones estimate, he would have used smaller gauges, and ended up with a floppy mess.
Actually, they're pretty great.I have periodic fits of GAS for the PNB14E, but all this string talk gives me pause...are the stock strings inherently undesirable on some level? Do they settle in/settle down well over time?