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Error while rendering; what's wrong?

R
richard@itrgmbh.de
Fri, Jan 14, 2022 1:24 PM

Hi all,

what’s wrong with my simple code?
Preview is generated successfully, but rendering fails with message:

Rendering Polygon Mesh using CGAL...

ERROR: The given mesh is not closed! Unable to convert to CGAL_Nef_Polyhedron. 

My code:

module ring(d,b,r)
{
    intersection()
    {
        union(){
            rotate_extrude(convexity = 10,$fn = 100)
                translate([d/2, 0, 0])
                    circle(r = r,$fn=100);
        }
        cylinder(d=d+r*2, h=b, center=true,$fn = 100);
    }
}

ring(60,40,30);

I am using current version: OpenSCAD Version: 2021.01 (under Windows)

Many thanks, Richard

Hi all, what’s wrong with my simple code?\ Preview is generated successfully, but rendering fails with message: ” Rendering Polygon Mesh using CGAL... ERROR: The given mesh is not closed! Unable to convert to CGAL_Nef_Polyhedron.  “ My code: ``` module ring(d,b,r) ``` ``` { ``` ``` intersection() ``` ``` { ``` ``` union(){ ``` ``` rotate_extrude(convexity = 10,$fn = 100) ``` ``` translate([d/2, 0, 0]) ``` ``` circle(r = r,$fn=100); ``` ``` } ``` ``` cylinder(d=d+r*2, h=b, center=true,$fn = 100); ``` ``` } ``` ``` } ``` ring(60,40,30); I am using current version: **OpenSCAD Version:** 2021.01 (under Windows) Many thanks, Richard
R
richard@itrgmbh.de
Fri, Jan 14, 2022 1:27 PM

p.s. Preview screenshot:

p.s. Preview screenshot: ![](data:image/png;base64,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)
G
gadgetChris
Fri, Jan 14, 2022 1:43 PM

translate([60/2, 0, 0]) circle(r = 30,$fn=100);
results in an object starting at 0. you cannot rotate_extrude that.

On Fri., Jan. 14, 2022, 08:28 , richard@itrgmbh.de wrote:

p.s. Preview screenshot:


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translate([60/2, 0, 0]) circle(r = 30,$fn=100); results in an object starting at 0. you cannot rotate_extrude that. On Fri., Jan. 14, 2022, 08:28 , <richard@itrgmbh.de> wrote: > p.s. Preview screenshot: > > > > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org >