cmjohnson
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Amazing this thread lives again!
In order for the edges of the fretboard to be truly straight, then the radius of the board has to change at the same rate as it gets wider. It's geometry. Make the conic section and cut a fretboard out of it, and there are three ways to cut that fretboard: Ideal, with the width of the board changing at the same rate as the radius, narrow bottom, where the body end is narrower than ideal, and wide bottom, where the body end is narrower than ideal.
Look at it in the simplest way: You cut the board out of the conic block of wood you made. You cut the board so it is of even width all the way down its length. (Narrow bottom) It's still compound radiused. But what happens to the edges of the board?
They're too thick as you get toward the body end. The board gets thicker toward the body, but only as you get out to the edges of the board.
If the thickness of the board going down the centerline was absolutely uniform, you'd find that the edges of the board are thicker at the body end than at the nut end.
If the board is cut with a fat bottom, the reverse happens. The board thins out on the edge as you get closer to the body.
So, if the thickness of this board going down the centerline is absolutely uniform, you will then see that on this one, the edges of the board get thinner toward the body end.
How to sand and level a board like this? A swing-arm rig with arms of different lengths (radiuses from the center point of the swing) over a belt sander with a horizontal table would work quite well. But that rig would obviously not be too practical for levelling the fret job. Engineering the swing arm rig to properly and safely hold the entire guitar would be a nice little challenge.
In order for the edges of the fretboard to be truly straight, then the radius of the board has to change at the same rate as it gets wider. It's geometry. Make the conic section and cut a fretboard out of it, and there are three ways to cut that fretboard: Ideal, with the width of the board changing at the same rate as the radius, narrow bottom, where the body end is narrower than ideal, and wide bottom, where the body end is narrower than ideal.
Look at it in the simplest way: You cut the board out of the conic block of wood you made. You cut the board so it is of even width all the way down its length. (Narrow bottom) It's still compound radiused. But what happens to the edges of the board?
They're too thick as you get toward the body end. The board gets thicker toward the body, but only as you get out to the edges of the board.
If the thickness of the board going down the centerline was absolutely uniform, you'd find that the edges of the board are thicker at the body end than at the nut end.
If the board is cut with a fat bottom, the reverse happens. The board thins out on the edge as you get closer to the body.
So, if the thickness of this board going down the centerline is absolutely uniform, you will then see that on this one, the edges of the board get thinner toward the body end.
How to sand and level a board like this? A swing-arm rig with arms of different lengths (radiuses from the center point of the swing) over a belt sander with a horizontal table would work quite well. But that rig would obviously not be too practical for levelling the fret job. Engineering the swing arm rig to properly and safely hold the entire guitar would be a nice little challenge.