Martthebass said:
Tricky one this. As a materials engineer (don't know how many of us are on the site) I guess it will come down to:
1. The stiffness of the TR
2. The length and thickness of the TR, and on the basis of these 2,
3. The resonant frequency
Also important will be the level of 'coupling' between the TR and the base (or bass!) neck substrate. In terms of materials I would assume that the stiffness of the TR will be much greater than the wood so will have an effect on the inherent vibration characteristics of the composite and therefore the sound. The difference between the Aluminium and Steel may be more difficult to quantify - also steels are very different and it depends which is used (e.g. High tensile, mild, ductile, free-cutting).
I guess the best way to quantify effects would be to perform Finite Element Analysis on the bass - don't know if any bass/guitar manufacturers have done this routinely (Steinberger?)
The outcome of FEA will simply be that there
is a difference in frequency response. But this will also be the case if you change the bass e.g. by adding a matched headstock, high polish finish, or even adding a detuner (mass increase). The question is whether the change will be audible. Translating the output of the FEA is a bummer I think. Secondly, a greater problem is that the bass system must be modeled accurately. I think this is practically impossible. I don't think that there is crucial materials data available for different woods, besides the obvious like density, E-modulus, poisson's coefficient etc. Wood is an organic material and some weird things happen; Ash for example is not as dense as Wenge or Bubinga, but nevertheless it is responsible for some serious bottom end (so I've read). Wenge is dense, but is much warmer than Ebony.................We don't want to just model stiffness of an object, but the frequency response...........
I think experimenting is most efficient: just replace the trussrod with another one and listen. But this isn't done as easily as changing strings from Black Label to DR for example................(which is a bummer to model with FEA as well...........)
I checked out the Warmoth site: , and indeed they mention "Increased mass = longer sustain, cleaner and clearer notes".
I believe this is incorrect. This statement is used to describe the benefit of the so called "Double Expanding Truss Rod" compared to the "Vintage Truss Rod". One fundamental difference between these two trussrod systems is that the vintage neck will be compressed, not only by the strings, but
also due to the trussrod. This is not the case with the double expanding trussrod, where the neck is only compressed by the strings. So what does this all mean ?? Simple: it's just like strings. When you have more stress in a string (up tuning), then your frequency go up right ?? Well, the same happens with the neck as well. The wood of the neck is compressed more when you have the vintage trussrod, meaning there is a higher tension in the wood. The result is that the frequency response will be shifted to a higher region. This is I believe the primary reason that the (Warmoth) bass with the vintage neck will sound more "vintage" than the (Warmoth) bass with the double expanding trussrod neck, because the old Fenders had this type of trussrod.
Should you increase the thickness of the vintage trussrod (increase weight), so it weights as much as the double expanding trussrod, then I think that you still have two different sounding basses due to the reason described above. Warmoth initially claims that they should sound the same, because the masses are equal.
Another argument is that the trussrod can be made heavier with little effort (for clearer, cleaner notes), but the ones I've seen (cross sections) seem fairly small.........
Well, enough writing for one post.................
