Actually, there are plenty of scientists on this board, many of whom have contributed more to the larger ongoing discussions here on this topic than this paper can contribute, however tangentially, but thanks for the smug self-righteousness anyway. From one scientist to another, might there be a bias in your "interpretation" perchance?I'd have to disagree with you here and agree with grendel, this paper is more applicable to the matter at hand than any of the speculation in this thread so far. Here's a translator if that helps -
"artificial structural defects" - holes and joints
"reverberation time" - sustain
"studies of wood . . . show some frequency dependence already at a few Khz" - wood affect mids and highs
"sound source" - strings
"major resonant frequencies" - the opposite of this is dead spot
"impulse response" - an impulse essentially contains all frequencies so a hammer blow is a reasonable way to test the across-the-board frequency response of a bar
Figure 6 notes that the more mechanical defects in a wood bar, the MoE drops. I'd have to think a bit as to what this means for a guitar neck but figure 7 indicates only a modest impact on sustain.
The section in the middle of page 7 which talks about damping of waves in beams is particularly illuminating. "The most important form of damping . . . is material damping." and "energy can also dissipate at various boundaries of the beam" - boundaries here inclusive of neck/body joints and transtions between types of wood. This correlates with at one other statement in this thread (perhaps yours) that a change in wood type has an impact. Another - "radiative energy loss is . . . small compared to . . . bending mode excitation". I interpret this to say the overall structure of the neck (weight, thickness, length) have more to do with the response than the material or NT vs BO.
It helps to have an EE background where the mathematics of frequency response is drilled into the eager minds of the students.
