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Re: Error while rendering; what's wrong?

G
gadgetChris
Fri, Jan 14, 2022 1:53 PM

This works now:

module ring(d,b,r)
{
intersection()
{
union(){
rotate_extrude(convexity = 10,$fn = 100)
translate([max(d/2,r+.001), 0])
circle(r = r,$fn=100);
}
cylinder(d=d+r*2, h=b, center=true,$fn = 100);
}
}
ring(56,40,30);

This works now: module ring(d,b,r) { intersection() { union(){ rotate_extrude(convexity = 10,$fn = 100) translate([max(d/2,r+.001), 0]) circle(r = r,$fn=100); } cylinder(d=d+r*2, h=b, center=true,$fn = 100); } } ring(56,40,30);
R
richard@itrgmbh.de
Fri, Jan 14, 2022 2:13 PM

yes. it’s working now! I have to think about, why!?

I should name the module“donut” :D

like this with parameters:

ring(60,35,20);

yes. it’s working now! I have to think about, why!? I should name the module“donut” :D like this with parameters: ring(60,35,20); ![](data:image/png;base64,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)
G
gadgetChris
Fri, Jan 14, 2022 2:15 PM

Personally I would use external dimensions to define the object:

module ring(do,di,rh){
intersection(){
rotate_extrude(convexity = 10,$fn = 100)
translate([(do+di)/4+.001, 0])
circle(d = (do-di)/2,$fn=100);
cylinder(d=do, h=rh, center=true,$fn = 100);
}
}
ring(60,20,18);

Personally I would use external dimensions to define the object: module ring(do,di,rh){ intersection(){ rotate_extrude(convexity = 10,$fn = 100) translate([(do+di)/4+.001, 0]) circle(d = (do-di)/2,$fn=100); cylinder(d=do, h=rh, center=true,$fn = 100); } } ring(60,20,18);