discuss@lists.openscad.org

OpenSCAD general discussion Mailing-list

View all threads

is render() a function or a module or an operator please

V
vulcan_@mac.com
Mon, Jul 28, 2025 11:15 PM

hi .. i reported a bug on the operation of what i thought was the render() module

and the feedback was that it was operating correctly .. but i still do not know what it does exactly, nor why it would be used. Why was the

I thought it a module because it returns no value (not a function !) and does accept braces “{}“ to expand its operation to a group of primatives

It does not create objects but it can add geometry in the form of additional triangles on an existing mesh witness the primitive spheres in the bug report.

But it does this selectively.

render() is called to solve visualization issues to do with unions/ intersections/ differences yes?

but why does it NOT do anything in some cases?

hi .. i reported a bug on the [operation of what i thought was the render() module](https://github.com/openscad/openscad/issues/6046 "operation of what i thought was the render() module") and the feedback was that it was operating correctly .. but i still do not know what it does exactly, nor why it would be used. Why was the I thought it a module because it returns no value (not a function !) and does accept braces “{}“ to expand its operation to a group of primatives It does not create objects but it can add geometry in the form of additional triangles on an existing mesh witness the primitive spheres in the bug report. But it does this selectively. render() is called to solve visualization issues to do with unions/ intersections/ differences yes? but why does it NOT do anything in some cases?
JB
Jordan Brown
Tue, Jul 29, 2025 5:13 AM

On 7/28/2025 4:15 PM, vulcan_--- via Discuss wrote:

and the feedback was that it was operating correctly .. but i still do
not know what it does exactly, nor why it would be used.

It processes its children and returns something basically equivalent to
a polyhedron().

I'm aware of two basic reasons for using it:

  • It can "fix" some preview artifacts.  It will usually fix
    Z-fighting.  (But I think it can also introduce convexity artifacts.)
  • It can improve preview zoom/pan/rotate performance.  Preview
    normally has to do its black magic on all of the operations in the
    model, every time the camera moves.  render() does the processing
    and caches the result so, although it can take longer to be ready,
    zoom/pan/rotate can be faster.

I thought it a module because it returns no value (not a function !)
and does accept braces “{}“ to expand its operation to a group of
primatives

It is unquestionably a module.  It only exists in statement context, not
in expression context.

It does not create objects but it can add geometry in the form of
additional triangles on an existing mesh witness the primitive spheres
in the bug report.

Triangles of this sort are not geometry, except in the sense that the
sides of a polygon or the faces of a polyhedron are "geometry".

It never adds or removes volume from the model.

But it does this selectively.

It is an implementation detail exactly what polyhedron it generates, as
long as it's equivalent to the child operations.  As a trivial example,
if presented with a cube it is an implementation detail whether it
leaves the faces as squares or splits them into triangles, and if it
splits them into triangles it is an implementation detail which diagonal
it will split on.  (And as an implementation detail the program is free
to do something different tomorrow than it does today, or to do
different things in different situations.)

We do try to keep it doing the same thing in the same situation, mostly
for testability reasons.

render() is called to solve visualization issues to do with unions/
intersections/ differences yes?

Z-fighting, mostly, I think.

but why does it NOT do anything in some cases?

Because it doesn't need to, because the child is already equivalent to a
polyhedron().

On 7/28/2025 4:15 PM, vulcan_--- via Discuss wrote: > > and the feedback was that it was operating correctly .. but i still do > not know what it does exactly, nor why it would be used. > It processes its children and returns something basically equivalent to a polyhedron(). I'm aware of two basic reasons for using it: * It can "fix" some preview artifacts.  It will usually fix Z-fighting.  (But I think it can also introduce convexity artifacts.) * It can improve preview zoom/pan/rotate performance.  Preview normally has to do its black magic on all of the operations in the model, every time the camera moves.  render() does the processing and caches the result so, although it can take longer to be ready, zoom/pan/rotate can be faster. > I thought it a module because it returns no value (not a function !) > and does accept braces “{}“ to expand its operation to a group of > primatives > It is unquestionably a module.  It only exists in statement context, not in expression context. > It does not create objects but it can add geometry in the form of > additional triangles on an existing mesh witness the primitive spheres > in the bug report. > Triangles of this sort are not geometry, except in the sense that the sides of a polygon or the faces of a polyhedron are "geometry". It never adds or removes volume from the model. > But it does this selectively. > It is an implementation detail exactly what polyhedron it generates, as long as it's equivalent to the child operations.  As a trivial example, if presented with a cube it is an implementation detail whether it leaves the faces as squares or splits them into triangles, and if it splits them into triangles it is an implementation detail which diagonal it will split on.  (And as an implementation detail the program is free to do something different tomorrow than it does today, or to do different things in different situations.) We do try to keep it doing the same thing in the same situation, mostly for testability reasons. > render() is called to solve visualization issues to do with unions/ > intersections/ differences yes? > Z-fighting, mostly, I think. > but why does it NOT do anything in some cases? > Because it doesn't need to, because the child is already equivalent to a polyhedron().
JB
Jordan Brown
Tue, Jul 29, 2025 5:20 AM

And answering question from the bug report...

My question then become, why bother having render() ? why not build
whatever it does into the rendering code so there is no mystery
visible to the user .. but that should be answered in a different forum

Ideally, it wouldn't be necessary.

Ideally, we'd always run the model through the full rendering engine,
and always produce a mesh.

But we do not live in an ideal world.  Historically, the rendering
engine (CGAL) was enormously slower than the preview engine, and for
most models a pure preview is a better tradeoff.  Also, historically the
rendering engine did not preserve color, and so if you wanted color in
the display of your model you needed to avoid it.  Manifold has largely
addressed both of these, and so has become more practical as an "always"
option.  (But:  does Clipper preserve color in 2D operations?)

And answering question from the bug report... > My question then become, why bother having render() ? why not build > whatever it does into the rendering code so there is no mystery > visible to the user .. but that should be answered in a different forum > Ideally, it wouldn't be necessary. Ideally, we'd always run the model through the full rendering engine, and always produce a mesh. But we do not live in an ideal world.  Historically, the rendering engine (CGAL) was enormously slower than the preview engine, and for most models a pure preview is a better tradeoff.  Also, historically the rendering engine did not preserve color, and so if you wanted color in the display of your model you needed to avoid it.  Manifold has largely addressed both of these, and so has become more practical as an "always" option.  (But:  does Clipper preserve color in 2D operations?)
V
vulcan_@mac.com
Wed, Jul 30, 2025 9:15 PM

ok .. how about this question:

what is the difference between

render() sphere();

there is no change to the sphere’s mesh

and

render() { t() sphere(); sphere(); t() sphere() }

where t() is translate to move the spheres out of the way of each other

but all three of the spheres are completely converted from quads to triangles

folks have said that there is a sort of implicit union done between all the shapes included in the scope of the render render() and that a single (?) mesh is made of all of them

is there a threshold .. how many quads does have the union have to have before they have to be split?

i have been playing with this script ..

applying render to one object does not change it,

but for two or more, whether they are intersecting or not .. then they get converted to triangles

i changed the shapes to cubes .. if just one follows the render it is not divided, but two or more, even when not intersecting (i removed the yellow stretched out cube so only the 3 colored ones were left) their sides don’t get turned into triangles

so is it just the number of shapes in the “union” ? is the rule - only one shape in the “union” do nothing ? two or more start making triangles?

ok .. how about this question: what is the difference between `render() sphere();` there is no change to the sphere’s mesh and `render() { t() sphere(); sphere(); t() sphere() }` where t() is translate to move the spheres out of the way of each other but all three of the spheres are completely converted from quads to triangles folks have said that there is a sort of implicit union done between all the shapes included in the scope of the render render() and that a single (?) mesh is made of all of them is there a threshold .. how many quads does have the union have to have before they have to be split? ![](data:image/png;base64,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) i have been playing with this script .. applying render to one object does not change it, but for two or more, whether they are intersecting or not .. then they get converted to triangles i changed the shapes to cubes .. if just one follows the render it is not divided, but two or more, even when not intersecting (i removed the yellow stretched out cube so only the 3 colored ones were left) their sides don’t get turned into triangles so is it just the number of shapes in the “union” ? is the rule - only one shape in the “union” do nothing ? two or more start making triangles?
NH
nop head
Wed, Jul 30, 2025 9:32 PM

render() is a module to make single mesh out of CSG. . If it is already a
single mesh render() does nothing because it is already a mesh. All
primitive solids are single meshes.

If there is CGS operations, such as implicit union, which you have there
then it uses CGAL or Manifold to do the CSG operation and those libraries
might change the triangulation. I think CGAL is happy with quads but
manifold uses triangles but I might be wrong about the latter.

On Wed, 30 Jul 2025 at 22:15, vulcan_--- via Discuss <
discuss@lists.openscad.org> wrote:

ok .. how about this question:

what is the difference between

render() sphere();

there is no change to the sphere’s mesh

and

render() { t() sphere(); sphere(); t() sphere() }

where t() is translate to move the spheres out of the way of each other

but all three of the spheres are completely converted from quads to
triangles

folks have said that there is a sort of implicit union done between all
the shapes included in the scope of the render render() and that a single
(?) mesh is made of all of them

is there a threshold .. how many quads does have the union have to have
before they have to be split?

i have been playing with this script ..

applying render to one object does not change it,

but for two or more, whether they are intersecting or not .. then they get
converted to triangles

i changed the shapes to cubes .. if just one follows the render it is not
divided, but two or more, even when not intersecting (i removed the yellow
stretched out cube so only the 3 colored ones were left) their sides don’t
get turned into triangles

so is it just the number of shapes in the “union” ? is the rule - only one
shape in the “union” do nothing ? two or more start making triangles?


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

render() is a module to make single mesh out of CSG. . If it is already a single mesh render() does nothing because it is already a mesh. All primitive solids are single meshes. If there is CGS operations, such as implicit union, which you have there then it uses CGAL or Manifold to do the CSG operation and those libraries might change the triangulation. I think CGAL is happy with quads but manifold uses triangles but I might be wrong about the latter. On Wed, 30 Jul 2025 at 22:15, vulcan_--- via Discuss < discuss@lists.openscad.org> wrote: > ok .. how about this question: > > what is the difference between > > render() sphere(); > > there is no change to the sphere’s mesh > > and > > render() { t() sphere(); sphere(); t() sphere() } > > where t() is translate to move the spheres out of the way of each other > > but all three of the spheres are completely converted from quads to > triangles > > folks have said that there is a sort of implicit union done between all > the shapes included in the scope of the render render() and that a single > (?) mesh is made of all of them > > is there a threshold .. how many quads does have the union have to have > before they have to be split? > > > i have been playing with this script .. > > applying render to one object does not change it, > > but for two or more, whether they are intersecting or not .. then they get > converted to triangles > > i changed the shapes to cubes .. if just one follows the render it is not > divided, but two or more, even when not intersecting (i removed the yellow > stretched out cube so only the 3 colored ones were left) their sides don’t > get turned into triangles > > so is it just the number of shapes in the “union” ? is the rule - only one > shape in the “union” do nothing ? two or more start making triangles? > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org >
V
vulcan_@mac.com
Thu, Jul 31, 2025 3:27 PM

the operation of render() is coming clear .. it is syntactically an operator module

it can appear last in a statement but then it does nothing, and if it is the only module in a statement it does nothing

i have not been able to find a way that it can be used in an expression

And i still feel that there is a conceptual bug here:

render() sphere();

leaves the sphere as quads with n-sided polygons at north and south ends

okay, i get that the sphere is a mesh and all the cool apps can handle quads so it is okay that render() does nothing.

So .. it should also do nothing for:

render() { sphere();  sphere();  sphere(); }

because if quads are good on the solo sphere why are quads no longer acceptable when i try to draw 3 spheres ? and please rem from my images that i was using translate to keep them from intersecting so there are no intersections nor joints to fix up

Why are quads converted to triangles at all?

the operation of render() is coming clear .. it is syntactically an operator module it can appear last in a statement but then it does nothing, and if it is the only module in a statement it does nothing i have not been able to find a way that it can be used in an expression And i still feel that there is a conceptual bug here: render() sphere(); leaves the sphere as quads with n-sided polygons at north and south ends okay, i get that the sphere is a mesh and all the cool apps can handle quads so it is okay that render() does nothing. So .. it should also do nothing for: render() { sphere(); sphere(); sphere(); } because if quads are good on the solo sphere why are quads no longer acceptable when i try to draw 3 spheres ? and please rem from my images that i was using translate to keep them from intersecting so there are no intersections nor joints to fix up Why are quads converted to triangles at all?
NH
nop head
Thu, Jul 31, 2025 3:31 PM

When there are several children render doesn't know if they overlap or not
so it will always call the graphics library to do a union.

On Thu, 31 Jul 2025, 16:27 vulcan_--- via Discuss, <
discuss@lists.openscad.org> wrote:

the operation of render() is coming clear .. it is syntactically an
operator module

it can appear last in a statement but then it does nothing, and if it is
the only module in a statement it does nothing

i have not been able to find a way that it can be used in an expression

And i still feel that there is a conceptual bug here:

render() sphere();

leaves the sphere as quads with n-sided polygons at north and south ends

okay, i get that the sphere is a mesh and all the cool apps can handle
quads so it is okay that render() does nothing.

So .. it should also do nothing for:

render() { sphere(); sphere(); sphere(); }

because if quads are good on the solo sphere why are quads no longer
acceptable when i try to draw 3 spheres ? and please rem from my images
that i was using translate to keep them from intersecting so there are no
intersections nor joints to fix up

Why are quads converted to triangles at all?


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

When there are several children render doesn't know if they overlap or not so it will always call the graphics library to do a union. On Thu, 31 Jul 2025, 16:27 vulcan_--- via Discuss, < discuss@lists.openscad.org> wrote: > the operation of render() is coming clear .. it is syntactically an > operator module > > it can appear last in a statement but then it does nothing, and if it is > the only module in a statement it does nothing > > i have not been able to find a way that it can be used in an expression > > And i still feel that there is a conceptual bug here: > > render() sphere(); > > leaves the sphere as quads with n-sided polygons at north and south ends > > okay, i get that the sphere is a mesh and all the cool apps can handle > quads so it is okay that render() does nothing. > > So .. it should also do nothing for: > > render() { sphere(); sphere(); sphere(); } > > because if quads are good on the solo sphere why are quads no longer > acceptable when i try to draw 3 spheres ? and please rem from my images > that i was using translate to keep them from intersecting so there are no > intersections nor joints to fix up > > Why are quads converted to triangles at all? > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org >
P
pca006132
Thu, Jul 31, 2025 5:26 PM

The API never said render will do nothing if the input is already a valid
mesh. We just say that the output is a valid mesh (that corresponds to the
input). There are many valid outputs.

On Thu, Jul 31, 2025, 23:32 nop head via Discuss discuss@lists.openscad.org
wrote:

When there are several children render doesn't know if they overlap or not
so it will always call the graphics library to do a union.

On Thu, 31 Jul 2025, 16:27 vulcan_--- via Discuss, <
discuss@lists.openscad.org> wrote:

the operation of render() is coming clear .. it is syntactically an
operator module

it can appear last in a statement but then it does nothing, and if it is
the only module in a statement it does nothing

i have not been able to find a way that it can be used in an expression

And i still feel that there is a conceptual bug here:

render() sphere();

leaves the sphere as quads with n-sided polygons at north and south ends

okay, i get that the sphere is a mesh and all the cool apps can handle
quads so it is okay that render() does nothing.

So .. it should also do nothing for:

render() { sphere(); sphere(); sphere(); }

because if quads are good on the solo sphere why are quads no longer
acceptable when i try to draw 3 spheres ? and please rem from my images
that i was using translate to keep them from intersecting so there are no
intersections nor joints to fix up

Why are quads converted to triangles at all?


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

The API never said render will do nothing if the input is already a valid mesh. We just say that the output is a valid mesh (that corresponds to the input). There are many valid outputs. On Thu, Jul 31, 2025, 23:32 nop head via Discuss <discuss@lists.openscad.org> wrote: > When there are several children render doesn't know if they overlap or not > so it will always call the graphics library to do a union. > > On Thu, 31 Jul 2025, 16:27 vulcan_--- via Discuss, < > discuss@lists.openscad.org> wrote: > >> the operation of render() is coming clear .. it is syntactically an >> operator module >> >> it can appear last in a statement but then it does nothing, and if it is >> the only module in a statement it does nothing >> >> i have not been able to find a way that it can be used in an expression >> >> And i still feel that there is a conceptual bug here: >> >> render() sphere(); >> >> leaves the sphere as quads with n-sided polygons at north and south ends >> >> okay, i get that the sphere is a mesh and all the cool apps can handle >> quads so it is okay that render() does nothing. >> >> So .. it should also do nothing for: >> >> render() { sphere(); sphere(); sphere(); } >> >> because if quads are good on the solo sphere why are quads no longer >> acceptable when i try to draw 3 spheres ? and please rem from my images >> that i was using translate to keep them from intersecting so there are no >> intersections nor joints to fix up >> >> Why are quads converted to triangles at all? >> _______________________________________________ >> 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 >
V
vulcan_@mac.com
Thu, Jul 31, 2025 10:39 PM

what does it matter that they overlap? or that a union is implicitly made when render() is applied to more than one shape?

your answer implies that a union being formed requires that all included shapes be converted to triangles .. why? what is wrong with the quads that the primitives are drawn in?

render() one shape .. no triangles. why not leave the quads on all of the shapes that don’t intersect anything ?

it probably seems that i am beating a dead horse here .. sorry for that. You folks seem to understand something about rendering in general that does not match what i know about it .. and know something about the inner workings of render() operator that is not at all obvious to someone outside the dev team

what does it matter that they overlap? or that a union is implicitly made when render() is applied to more than one shape? your answer implies that a union being formed *requires* that all included shapes be converted to triangles .. why? what is wrong with the quads that the primitives are drawn in? render() one shape .. no triangles. why not leave the quads on all of the shapes that don’t intersect anything ? it probably seems that i am beating a dead horse here .. sorry for that. You folks seem to understand something about rendering in general that does not match what i know about it .. and know something about the inner workings of render() operator that is not at all obvious to someone outside the dev team
NH
nop head
Thu, Jul 31, 2025 10:47 PM

The quads to triangles are done by the geometry library that does the
union. I suspect you are using Manifold. I think if you select CGAl they
might remain as quads. Why you you care what they are? I don't often enable
show edges so I wouldn't notice.

On Thu, 31 Jul 2025, 23:42 vulcan_--- via Discuss, <
discuss@lists.openscad.org> wrote:

what does it matter that they overlap? or that a union is implicitly made
when render() is applied to more than one shape?

your answer implies that a union being formed requires that all
included shapes be converted to triangles .. why? what is wrong with the
quads that the primitives are drawn in?

render() one shape .. no triangles. why not leave the quads on all of the
shapes that don’t intersect anything ?

it probably seems that i am beating a dead horse here .. sorry for that.
You folks seem to understand something about rendering in general that does
not match what i know about it .. and know something about the inner
workings of render() operator that is not at all obvious to someone outside
the dev team


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

The quads to triangles are done by the geometry library that does the union. I suspect you are using Manifold. I think if you select CGAl they might remain as quads. Why you you care what they are? I don't often enable show edges so I wouldn't notice. On Thu, 31 Jul 2025, 23:42 vulcan_--- via Discuss, < discuss@lists.openscad.org> wrote: > what does it matter that they overlap? or that a union is implicitly made > when render() is applied to more than one shape? > > your answer implies that a union being formed *requires* that all > included shapes be converted to triangles .. why? what is wrong with the > quads that the primitives are drawn in? > > render() one shape .. no triangles. why not leave the quads on all of the > shapes that don’t intersect anything ? > > it probably seems that i am beating a dead horse here .. sorry for that. > You folks seem to understand something about rendering in general that does > not match what i know about it .. and know something about the inner > workings of render() operator that is not at all obvious to someone outside > the dev team > > > _______________________________________________ > OpenSCAD mailing list > To unsubscribe send an email to discuss-leave@lists.openscad.org >