kencierp wrote:Bingo -- glad you noted that comment on the Martin video and as you can see their sanding machine is designed to do exactly what Chris mentions -- over the years I have had much conversation and email exchanges with the guys at the Martin factory regarding this process and the goal. Mark Brickert indicated that until the dawn of the cutaways when players actually stated using the upper registrars the hump at the 14th fret was really not much of a concern as long as there was no buzz!!
Anyway, drill a couple of holes in a board that correspond to the locators on the neck so you can get an accurate measurement. Its important so we can proceed with a real plan of attach. You will also want to make a fingerboard simulator as described -- note it too has the clearance holes.
Hi Ken,
I understand what the Martin Video & your are saying about sanding the rim top flat
(to avoid the hump). What concerns me is, if I do re-sand the rim flat using this method, I will in effect, make where the neck block & the sides are even shallower than it already is, as well as the waist area. I really don't want a less deep OM than what the depth is now. From my novice point of view, it seems to me that the
neck block (towards the soundhole) is ramped/angled too high & pushing up on the top, causing the fingerboard top to hump. If it weren't for that, I believe I'd have a straight plane to the bridge & no gap under the fretboard extension?
Remember the top of the neck block MUST BE FLAT, using a contoured
sanding device creates a domed surface in both directions --- exactly what we want on the
back of the rim. However, doming the top of the neck block and the center of the lower bout
area is undesirable and will cause a hump under the fingerboard extension.
I set the rim in my mold & have it to where it's level in the mold. You can see where it stands proud at the waist. What you're saying is, eliminate that excess rim wood as shown? Won't this cause the bridge area to drop lower than it is now & take away some principles of the radiused top?
I watched this YT vid presented by Mike Haney where he explicitly states that a radiused top will stand the test of time. He does make some interesting points. It's quite long (1 hr) & one more thing to confuse my miniscule mind. LMK what you make of it.
http://www.youtube.com/watch?v=QjScBEDZ ... plpp_video
I set the neck on a flat board & drilled holes for the locators. Putting a square on the heel, I get 90 degrees w/ no gaps!