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I'm having some difficulty performing what seems like a pretty simple operation. Flute embouchures start from an ellipse and then have an undercut corresponding to different angles at the N, S, E, and W points. I've marked those out in cross-section and extended them to a constant depth in the bore, which gives the footprint of the shape that needs to be subtracted.
I thought the most straightforward way to do this would be to draw a 'blade' and perform a sweep, using the curvature path of the embouchure and the footprint as a guide rail. This ideally would blend the different angles together in one smooth shape.
However, I keep getting an "illegal surface" error when I try to do this.
I've tried pretty much every combination of settings the sweep+guide rail function offers, and none are working. I know the embouchure path itself is valid because it WILL sweep a basic shape around it when I tested it.
I'm sure plenty of you are thinking "why not use a loft" but here's the rub - a loft can only be done between two planar shapes. If I just projected the embouchure curve, I would get excess material removed from the E and W sides of the actual hole, because the angles no longer correspond to the same reference points. This is actually what happened to my first batch of embouchure inserts.
I also tried extending the angle lines to a known distance above the embouchure, and lofting to an ellipse from THAT projected shape, but I'm then getting portions of the embouchure that are not cut at all, at the midpoints between each cardinal direction.
I think I could fix this by using a fit-point spline on the upper projection instead of an ellipse, but I have NO idea how to mathematically determine the handle placements, nor how to compute the geometry for a shape that is correct at every conic section between the N/S and E/W depths of the embouchure.
Any ideas how to coax Sweep in to behaving?
Thanks,
Cameron
Solved! Go to Solution.