| DoctorJazz, your response makes sense to me. Sounds like what I was hypothesizing about in my original post.
Roland, I'm not sure I understand your explanation. Here's how I worked out the math:
According to StewMac's fret calculator, 3rd fret is 28.590" from the saddle on a 34" scale instrument. A quick check on Warmoth indicated that the highest fretwire you can get from them is .055". So let's assume that your string length is 28.590" when fretting a note at the third fret. Now take the same bass, and rip out the third fret. You'll have to press the string down an additional .055". If we assume that, with the fret still in, the saddle, fret, and board form a right triangle (a good enough approximation for these purposes, I think), then we can use the good old Pythagorean theorem to determine that the length of the string directly against the board is 28.590053". There is no way that the extra .00005" is going to require as much compensation as is shown on the Willis website.
Additionally, I would argue that by pushing the string down further because of the lack of a fret, you are increasing string tension, thereby raising the pitch. This makes the idea of playing in front of the fret lines even harder to understand.
That said, I see both of these points as moot, because I set up my bass such that the strings are at least as close to the board as the strings on my fretted bass are to the frets. So unless my math is wrong (entirely possible) or I'm missing a key concept somewhere (also entirely possible), I'm going to assume that DoctorJazz's response is the correct explanation. |