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surface conica

  • Thread starter Thread starter Giacomanu
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Giacomanu

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Hello everyone, I have a small but big problem, (I explain to you) I find myself to have a flat surface with holes, (until here everything ok), but I have to bend it with a base radius of 10 and final radius of 8 so that I become an open conical surface.... as if this surface would go to wrap to a cone.... I hope to be explained and that you can help me... by the way I use nx 6 in "Italian" thanks again.
I attach the surface in question

Hello and thank you
 

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Hello everyone, I have a small but big problem, (I explain to you) I find myself to have a flat surface with holes, (until here everything ok), but I have to bend it with a base radius of 10 and final radius of 8 so that I become an open conical surface.... as if this surface would go to wrap to a cone.... I hope to be explained and that you can help me... by the way I use nx 6 in "Italian" thanks again.
I attach the surface in question

Hello and thank you
try with the "wrap/develop" command of the curves, you can create the conical surface with the rays you need in tangency with your and make "wrap" of the edges of your cone and then trimming it.
 
should not first develop the cone on the floor to see the size of the developed cone and only then wrap it?
 
If you want the surface to have exact sections (as I imagine seeing the radius values you indicate) I recommend you create the curves of sections where you need or as rightly you have already been advised to extract the edges of your flat surface and wrap them on your cone so as to bring back the edges of the holes and then make a "superfice limit". In short....I would grow your conical surface --> extract the edges of that flat --> wrap the curves on the conical surface--> cut the surface with the edges wrapped
 
thanks to all for the various solutions, I checked the example that made me "matfio" and practically it was what I wanted.... thanks again and apologize for the delay of my answer, but I was engaged out of work.... hello and thanks again for the answers... .
 

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