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BOSL2 join_prism to cone

YV
yur_vol@yahoo.com
Thu, Nov 20, 2025 8:45 PM

I try to find simple beveal method and it seems now BOSL2 for cone.

Correct?
But if angle small enough I can use straght cylinders for join.

And I cannot chamfer up of cylinder with BOSL2. So use 2 parts cylinder

I try to find simple beveal method and it seems now BOSL2 for cone. Correct?\ But if angle small enough I can use straght cylinders for join. \ \ And I cannot chamfer up of cylinder with BOSL2. So use 2 parts cylinder\ 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YV
yur_vol@yahoo.com
Thu, Nov 20, 2025 8:46 PM
include <BOSL2/std.scad>
$fn=160;
ac = 1.8; // cone half angle
difference(){
   union(){
      xcyl(d=28,d1=60,l=600,circum=true,$fn=164);
      yrot(ac){
          up(23.9)zcyl(d=25,h=2.1,chamfer=1);
          join_prism(circle(d=25),base="cylinder",base_r=21.9,
                                 length=2, fillet=2, n=12);
           }
      xrot(90)right(80)yrot(1.8)join_prism(circle(d=20),base="cylinder",base_r=20-0.2,length=4, fillet=3, n=12,end_round=1);
     }
xcyl(d=28-6,d1=60-6,l=601,circum=true,$fn=164);
yrot(ac)up(20)zcyl(d=21,h=40);
xrot(90)right(80)yrot(1.8)up(20)zcyl(d=17,h=40);
}
``` include <BOSL2/std.scad> ``` ``` $fn=160; ``` ``` ac = 1.8; // cone half angle ``` ``` difference(){ ``` ``` union(){ ``` ``` xcyl(d=28,d1=60,l=600,circum=true,$fn=164); ``` ``` yrot(ac){ ``` ``` up(23.9)zcyl(d=25,h=2.1,chamfer=1); ``` ``` join_prism(circle(d=25),base="cylinder",base_r=21.9, ``` ``` length=2, fillet=2, n=12); ``` ``` } ``` ``` xrot(90)right(80)yrot(1.8)join_prism(circle(d=20),base="cylinder",base_r=20-0.2,length=4, fillet=3, n=12,end_round=1); ``` ``` } ``` ``` xcyl(d=28-6,d1=60-6,l=601,circum=true,$fn=164); ``` ``` yrot(ac)up(20)zcyl(d=21,h=40); ``` ``` xrot(90)right(80)yrot(1.8)up(20)zcyl(d=17,h=40); ``` ``` } ```
PK
Peter Kriens
Mon, Nov 24, 2025 9:54 AM

Adrian recently made a new function attach_prism that is perfect for this kind of work. If you use it with tube(), you can make your code look awfully clean.

attach_prism is an easier to use front on joint_prism. Also take a look at prism_connector which allows you to connect different shapes without having to do trigonometry.

These new modules use the facility to store the current geometry in a variable with the parent() function and parent_part() function. You can then later restore that geometry with restore(geometry). You can also now measure the distance between two anchors in different geometries.

Peter Kriens

include <BOSL2/std.scad>
$fn = $preview ? 30 : 200;

wall=1;

diff()
yrot(90)
tube(od=25, wall=1, h=40)                          // base tube
let(tube  = parent(), inside = parent_part("inside"))
attach_prism(                                      // solid on tube
circle(d=20),
LEFT,
l=5,
fillet=2,
overlap=0
)
attach( "end", BOT)
tube( od=20, wall=wall, rounding2=0.5, l=1)        // rounding at top
tag("remove")
restore(inside)
attach_prism(                                      // remove inside
circle(d=20-2*wall),
LEFT,
l=5+desc_dist( tube, LEFT, inside,LEFT),
fillet=2,
)
attach( "end", BOT)
tube( od=18,wall=1, l=1)
;

You can make the extrusion part in a module so it is easier to use:

module outlet(d,l,where) {
let(tube  = parent(), inside = parent_part("inside"))
attach_prism(                                      // solid on tube
circle(d=d),
where,
l=l,
fillet=2,
overlap=0
)
attach( "end", BOT)
tube( od=d, wall=wall, rounding2=0.5, l=1)        // rounding at top
tag("remove")
restore(inside)
attach_prism(                                      // solid on tube
circle(d=d-2*wall),
where,
l=l+desc_dist(tube,where, inside,where),
fillet=2,
overlap=0
)
;
children();
}

diff()
yrot(90)
tube(od=25, wall=1, h=40)                          // base tube
for ( w=[0:45:359]) outlet(d=10,l=5,[cos(w), sin(w), 0])
;

Adrian recently made a new function attach_prism that is perfect for this kind of work. If you use it with tube(), you can make your code look awfully clean. attach_prism is an easier to use front on joint_prism. Also take a look at prism_connector which allows you to connect different shapes without having to do trigonometry. These new modules use the facility to store the current geometry in a variable with the parent() function and parent_part() function. You can then later restore that geometry with restore(geometry). You can also now measure the distance between two anchors in different geometries. Peter Kriens include <BOSL2/std.scad> $fn = $preview ? 30 : 200; wall=1; diff() yrot(90) tube(od=25, wall=1, h=40) // base tube let(tube = parent(), inside = parent_part("inside")) attach_prism( // solid on tube circle(d=20), LEFT, l=5, fillet=2, overlap=0 ) attach( "end", BOT) tube( od=20, wall=wall, rounding2=0.5, l=1) // rounding at top tag("remove") restore(inside) attach_prism( // remove inside circle(d=20-2*wall), LEFT, l=5+desc_dist( tube, LEFT, inside,LEFT), fillet=2, ) attach( "end", BOT) tube( od=18,wall=1, l=1) ;  You can make the extrusion part in a module so it is easier to use: module outlet(d,l,where) { let(tube = parent(), inside = parent_part("inside")) attach_prism( // solid on tube circle(d=d), where, l=l, fillet=2, overlap=0 ) attach( "end", BOT) tube( od=d, wall=wall, rounding2=0.5, l=1) // rounding at top tag("remove") restore(inside) attach_prism( // solid on tube circle(d=d-2*wall), where, l=l+desc_dist(tube,where, inside,where), fillet=2, overlap=0 ) ; children(); } diff() yrot(90) tube(od=25, wall=1, h=40) // base tube for ( w=[0:45:359]) outlet(d=10,l=5,[cos(w), sin(w), 0]) ; 
YV
yur_vol@yahoo.com
Fri, Nov 28, 2025 4:21 PM

I tried cone tube but got an error

ERROR: Assertion '(geom[1] == geom[2])' failed: "For anchors other than TOP/BOTTOM, cylinder must be non-conical, with same size at each end" in file ../../Users/123/Documents/OpenSCAD/libraries/BOSL2/rounding.scad, line 4478

It seems currently impossible to use attach_xxxx  with cones

I tried cone tube but got an error ``` ERROR: Assertion '(geom[1] == geom[2])' failed: "For anchors other than TOP/BOTTOM, cylinder must be non-conical, with same size at each end" in file ../../Users/123/Documents/OpenSCAD/libraries/BOSL2/rounding.scad, line 4478 ``` It seems currently impossible to use attach_xxxx with cones
AM
Adrian Mariano
Fri, Nov 28, 2025 4:31 PM

Yes, unfortunately cones are not supported, only right-angle cylinders with
attach_prism and prism_connector.

On Fri, Nov 28, 2025 at 11:21 AM yur_vol--- via Discuss <
discuss@lists.openscad.org> wrote:

I tried cone tube but got an error

ERROR: Assertion '(geom[1] == geom[2])' failed: "For anchors other than TOP/BOTTOM, cylinder must be non-conical, with same size at each end" in file ../../Users/123/Documents/OpenSCAD/libraries/BOSL2/rounding.scad, line 4478

It seems currently impossible to use attach_xxxx with cones


OpenSCAD mailing list
To unsubscribe send an email to discuss-leave@lists.openscad.org

Yes, unfortunately cones are not supported, only right-angle cylinders with attach_prism and prism_connector. On Fri, Nov 28, 2025 at 11:21 AM yur_vol--- via Discuss < discuss@lists.openscad.org> wrote: > I tried cone tube but got an error > > ERROR: Assertion '(geom[1] == geom[2])' failed: "For anchors other than TOP/BOTTOM, cylinder must be non-conical, with same size at each end" in file ../../Users/123/Documents/OpenSCAD/libraries/BOSL2/rounding.scad, line 4478 > > It seems currently impossible to use attach_xxxx with cones > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org
PK
Peter Kriens
Sat, Nov 29, 2025 3:56 PM

prism_connector and attach_prism work so amazingly well that the disappointment is always surprisingly deep if it doesn't work in a rare case ...

I almost exclusively use these functions now. The fact that they take a profile for the shape makes them extremely versatile and in most cases they are very easy to round with the rounded_prism that takes the same profile.

But alas, conical shapes are not supported ... I guess it is really a lot harder.

If we ask Adrian very very nicely ... :-)

Peter

On 28 Nov 2025, at 17:21, yur_vol--- via Discuss discuss@lists.openscad.org wrote:

I tried cone tube but got an error

ERROR: Assertion '(geom[1] == geom[2])' failed: "For anchors other than TOP/BOTTOM, cylinder must be non-conical, with same size at each end" in file ../../Users/123/Documents/OpenSCAD/libraries/BOSL2/rounding.scad, line 4478
It seems currently impossible to use attach_xxxx with cones


OpenSCAD mailing list
To unsubscribe send an email to discuss-leave@lists.openscad.org

prism_connector and attach_prism work so amazingly well that the disappointment is always surprisingly deep if it doesn't work in a rare case ...  I almost exclusively use these functions now. The fact that they take a profile for the shape makes them extremely versatile and in most cases they are very easy to round with the rounded_prism that takes the same profile. But alas, conical shapes are not supported ... I guess it is really a lot harder. If we ask Adrian very very nicely ... :-) Peter > On 28 Nov 2025, at 17:21, yur_vol--- via Discuss <discuss@lists.openscad.org> wrote: > > I tried cone tube but got an error > > ERROR: Assertion '(geom[1] == geom[2])' failed: "For anchors other than TOP/BOTTOM, cylinder must be non-conical, with same size at each end" in file ../../Users/123/Documents/OpenSCAD/libraries/BOSL2/rounding.scad, line 4478 > It seems currently impossible to use attach_xxxx with cones > > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org
AM
Adrian Mariano
Wed, Dec 3, 2025 10:07 PM

It's not actually that cones are a lot harder.  I think they are actually
only a little bit harder fundamentally, but it requires completely new
code. The problem is that join_prism doesn't support cones and it appears
hard to add it there because of assumptions made about the geometry.  It
might be easier, actually, if I wrote an entirely separate module to join
to cones just for prism_connector to invoke, I'm not sure.  So while
there's no reason it can't be done, it's a major effort to actually do it.

On Sat, Nov 29, 2025 at 10:57 AM Peter Kriens via Discuss <
discuss@lists.openscad.org> wrote:

prism_connector and attach_prism work so amazingly well that the
disappointment is always surprisingly deep if it doesn't work in a rare
case ...

[image: PastedGraphic-1.png]

I almost exclusively use these functions now. The fact that they take a
profile for the shape makes them extremely versatile and in most cases they
are very easy to round with the rounded_prism that takes the same profile.

But alas, conical shapes are not supported ... I guess it is really a lot
harder.

If we ask Adrian very very nicely ... :-)

Peter

On 28 Nov 2025, at 17:21, yur_vol--- via Discuss <
discuss@lists.openscad.org> wrote:

I tried cone tube but got an error

ERROR: Assertion '(geom[1] == geom[2])' failed: "For anchors other than TOP/BOTTOM, cylinder must be non-conical, with same size at each end" in file ../../Users/123/Documents/OpenSCAD/libraries/BOSL2/rounding.scad, line 4478

It seems currently impossible to use attach_xxxx with cones


OpenSCAD mailing list
To unsubscribe send an email to discuss-leave@lists.openscad.org


OpenSCAD mailing list
To unsubscribe send an email to discuss-leave@lists.openscad.org

It's not actually that cones are a lot harder. I think they are actually only a little bit harder fundamentally, but it requires completely new code. The problem is that join_prism doesn't support cones and it appears hard to add it there because of assumptions made about the geometry. It might be easier, actually, if I wrote an entirely separate module to join to cones just for prism_connector to invoke, I'm not sure. So while there's no reason it can't be done, it's a major effort to actually do it. On Sat, Nov 29, 2025 at 10:57 AM Peter Kriens via Discuss < discuss@lists.openscad.org> wrote: > > prism_connector and attach_prism work so amazingly well that the > disappointment is always surprisingly deep if it doesn't work in a rare > case ... > > [image: PastedGraphic-1.png] > > > I almost exclusively use these functions now. The fact that they take a > profile for the shape makes them extremely versatile and in most cases they > are very easy to round with the rounded_prism that takes the same profile. > > But alas, conical shapes are not supported ... I guess it is really a lot > harder. > > If we ask Adrian very very nicely ... :-) > > Peter > > > > > > > > On 28 Nov 2025, at 17:21, yur_vol--- via Discuss < > discuss@lists.openscad.org> wrote: > > I tried cone tube but got an error > > ERROR: Assertion '(geom[1] == geom[2])' failed: "For anchors other than TOP/BOTTOM, cylinder must be non-conical, with same size at each end" in file ../../Users/123/Documents/OpenSCAD/libraries/BOSL2/rounding.scad, line 4478 > > It seems currently impossible to use attach_xxxx with cones > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org > > > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org
PK
Peter Kriens
Thu, Dec 4, 2025 2:22 PM

I recognize the problem. It is a petty since cone is quite common. Ah well, c'est la vie ...

Peter

On 3 Dec 2025, at 23:07, Adrian Mariano via Discuss discuss@lists.openscad.org wrote:

It's not actually that cones are a lot harder.  I think they are actually only a little bit harder fundamentally, but it requires completely new code. The problem is that join_prism doesn't support cones and it appears hard to add it there because of assumptions made about the geometry.  It might be easier, actually, if I wrote an entirely separate module to join to cones just for prism_connector to invoke, I'm not sure.  So while there's no reason it can't be done, it's a major effort to actually do it.

On Sat, Nov 29, 2025 at 10:57 AM Peter Kriens via Discuss <discuss@lists.openscad.org mailto:discuss@lists.openscad.org> wrote:

prism_connector and attach_prism work so amazingly well that the disappointment is always surprisingly deep if it doesn't work in a rare case ...

<PastedGraphic-1.png>

I almost exclusively use these functions now. The fact that they take a profile for the shape makes them extremely versatile and in most cases they are very easy to round with the rounded_prism that takes the same profile.

But alas, conical shapes are not supported ... I guess it is really a lot harder.

If we ask Adrian very very nicely ... :-)

Peter

On 28 Nov 2025, at 17:21, yur_vol--- via Discuss <discuss@lists.openscad.org mailto:discuss@lists.openscad.org> wrote:

I tried cone tube but got an error

ERROR: Assertion '(geom[1] == geom[2])' failed: "For anchors other than TOP/BOTTOM, cylinder must be non-conical, with same size at each end" in file ../../Users/123/Documents/OpenSCAD/libraries/BOSL2/rounding.scad, line 4478
It seems currently impossible to use attach_xxxx with cones


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To unsubscribe send an email to discuss-leave@lists.openscad.org mailto:discuss-leave@lists.openscad.org


OpenSCAD mailing list
To unsubscribe send an email to discuss-leave@lists.openscad.org mailto:discuss-leave@lists.openscad.org_______________________________________________

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I recognize the problem. It is a petty since cone is quite common. Ah well, c'est la vie ... Peter > On 3 Dec 2025, at 23:07, Adrian Mariano via Discuss <discuss@lists.openscad.org> wrote: > > It's not actually that cones are a lot harder. I think they are actually only a little bit harder fundamentally, but it requires completely new code. The problem is that join_prism doesn't support cones and it appears hard to add it there because of assumptions made about the geometry. It might be easier, actually, if I wrote an entirely separate module to join to cones just for prism_connector to invoke, I'm not sure. So while there's no reason it can't be done, it's a major effort to actually do it. > > On Sat, Nov 29, 2025 at 10:57 AM Peter Kriens via Discuss <discuss@lists.openscad.org <mailto:discuss@lists.openscad.org>> wrote: >> >> prism_connector and attach_prism work so amazingly well that the disappointment is always surprisingly deep if it doesn't work in a rare case ... >> >> <PastedGraphic-1.png> >> >> >> I almost exclusively use these functions now. The fact that they take a profile for the shape makes them extremely versatile and in most cases they are very easy to round with the rounded_prism that takes the same profile. >> >> But alas, conical shapes are not supported ... I guess it is really a lot harder. >> >> If we ask Adrian very very nicely ... :-) >> >> Peter >> >> >> >> >> >> >> >>> On 28 Nov 2025, at 17:21, yur_vol--- via Discuss <discuss@lists.openscad.org <mailto:discuss@lists.openscad.org>> wrote: >>> >>> I tried cone tube but got an error >>> >>> ERROR: Assertion '(geom[1] == geom[2])' failed: "For anchors other than TOP/BOTTOM, cylinder must be non-conical, with same size at each end" in file ../../Users/123/Documents/OpenSCAD/libraries/BOSL2/rounding.scad, line 4478 >>> It seems currently impossible to use attach_xxxx with cones >>> >>> _______________________________________________ >>> OpenSCAD mailing list >>> To unsubscribe send an email to discuss-leave@lists.openscad.org <mailto:discuss-leave@lists.openscad.org> >> _______________________________________________ >> OpenSCAD mailing list >> To unsubscribe send an email to discuss-leave@lists.openscad.org <mailto:discuss-leave@lists.openscad.org>_______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org