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| Musical Instrument Design & Construction Discuss of CNC machining electric guitar body shaping, template making, inlay part cutting and pocketing, neck shaping and carving. |
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#1
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Hi! I have the following problem in Rhino: I want to make a smooth surface which connects the Head of a guitar and the Neck. The following picture should give you an idea of what i mean. The joint has to be clean and smooth, because i need the modell later on for rendering purposes. ![]() And here is the joint on a real guitar: ![]() neno |
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#4
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| Thanks for the replies! 1.) Yes, it is a Ken Lawrence Explorer and it's pretty accurate I think. However I just modell it for rendering purposes, not for building and sharing it I need the neck joint actually for a Les Paul-like model ![]() 2.) To bostosh: You mentioned it: a smooth tanget curve neno |
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#8
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| Thanks fabconv for your offer! You see, I want to know how I can modell that in Rhino, because there must be a way and I will need to know how to solve this "problem" for future projects. I also don't want to annoy you by sending you 10 modells and saying: "pls make this again" . I'm sure you are kind and would do that but you know what I mean ![]() If I don't find a solution I will gladly accept your offer! ![]() Thanks! |
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#9
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| Try to connect the surfaces of the headstock, so that they form a single edge. Or duplicate edges and make a single curve of it. Make lines closest to the fretboard and use as cross sections, else you will not get a straight connection at the sides. Then you either use the neck and headstock curve as rails, and do a sweep with your three cross sections, alternatively try my favourite; the curve network command. Lars |
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#10
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| Well, none of my methods yielded very good surfaces, but I found another way that can be adapted to the situation. ![]() First extend your original lines until they meet. Then do a surface from curve network. Specify tangency to the neck surface edge. Then do a split in the desired plane, and cap the opening. Voila! You may have to adjust the height of the curves to get a nice radius at the split line. Lars |
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