 |
|
|
|
|
|
| |
| |
|
|
|
|
| |
| |
|
|
Sebastian H. wrote:
> problem/bug?
I dug a bit in the source code and found that a
change in fnintern.cpp fixes the problem.
In the f_rounded_box function there is an offset
of 1e-6 subtracted from the actual result.
return (... - 1e-6);
With an increased offset magnitude of 1e-3
the problem disappears and the isosurface looks correct.
Why this offset is there is beyond me but removing it
slows down the isosurface rendering a lot.
Sebastian
Post a reply to this message
|
|
| |
| |
|
|
|
|
| |
| |
|
|
Wasn't it Sebastian H. who wrote:
>Sebastian H. wrote:
>
>> problem/bug?
>
>I dug a bit in the source code and found that a
>change in fnintern.cpp fixes the problem.
>In the f_rounded_box function there is an offset
>of 1e-6 subtracted from the actual result.
>
>return (... - 1e-6);
>
>With an increased offset magnitude of 1e-3
>the problem disappears and the isosurface looks correct.
>Why this offset is there is beyond me but removing it
>slows down the isosurface rendering a lot.
I noticed that the slow down only seems to be happening with the
processing of shadows. If you add the no_shadow keyword, or move both
lights round to the front, then the isosurface renders quickly, but it
still has speckles.
--
Mike Williams
Gentleman of Leisure
Post a reply to this message
|
|
| |
| |
|
|
|
|
| |
| |
|
|
Sebastian H. wrote:
> Sebastian H. wrote:
>
>> problem/bug?
>
The docs are wrong, f_rounded_box() should only be used with radius > 0.
This is not a bug but simply a limitation (although it would of course
make sense to add an efficient handling of the case radius=0).
Note the current f_rounded_box() is not a very efficient solution anyway
(you don't need an sqrt() for every evaluation).
> I dug a bit in the source code and found that a
> change in fnintern.cpp fixes the problem.
> In the f_rounded_box function there is an offset
> of 1e-6 subtracted from the actual result.
>
> return (... - 1e-6);
>
> With an increased offset magnitude of 1e-3
> the problem disappears and the isosurface looks correct.
> Why this offset is there is beyond me but removing it
> slows down the isosurface rendering a lot.
To me it seems this offset is specifically for handling the degenerate
case. Choosing 1e-3 simply gets you beyond your accuracy limit.
Christoph
--
POV-Ray tutorials, include files, Landscape of the week:
http://www.imagico.de/ (Last updated 31 Oct. 2005)
MegaPOV with mechanics simulation: http://megapov.inetart.net/
Post a reply to this message
|
|
| |
| |
|
|
|
|
| |
| |
|
|
Mike Williams wrote:
> I noticed that the slow down only seems to be happening with the
> processing of shadows. If you add the no_shadow keyword, or move both
> lights round to the front, then the isosurface renders quickly, but it
> still has speckles.
>
I tried a scene with many isosurface with different parameters for
f_rounded_box and found that removing the offset reduces the overall
render time for the scene by about 2%. Though "a lot" slowdown is
overestimated it is noticeable.
I have a wip scene which uses f_rounded_box a lot and unfortunately
no shadow is not an option. But thank you for the hint anyway.
Sebastian
Post a reply to this message
|
|
| |
| |
|
|
|
|
| |
| |
|
|
Christoph Hormann wrote:
> The docs are wrong, f_rounded_box() should only be used with radius > 0.
> This is not a bug but simply a limitation (although it would of course
> make sense to add an efficient handling of the case radius=0).
>
> Note the current f_rounded_box() is not a very efficient solution anyway
> (you don't need an sqrt() for every evaluation).
Actually I tried the following expression.
return (PARAM_X * PARAM_X
+ PARAM_Y * PARAM_Y
+ PARAM_Z * PARAM_Z
- PARAM(0)*PARAM(0));
against
return (
sqrt(PARAM_X * PARAM_X
+ PARAM_Y * PARAM_Y
+ PARAM_Z * PARAM_Z)
- PARAM(0));
And found that the latter was always faster by about 30%.
I'm not exactly sure why it is that way but one problem
is that a the max_gradient needs higher values.
For the former version a max_gradient of 1.0 is always
suitable whereas for the latter one something
like
2.0*sqrt(3)*RADIUS
is neccessary.
There may be parameters for which the latter one is faster
but in the geral case the square root beats the square.
A least this is the result from the tests renders I did
on my pentium-m 1300MHz machine.
The most promissing solution I found looks like this.
DBL f_rounded_box(DBL *ptr, unsigned int) // 60
{
DBL x2, y2, z2, x3, y3, z3;
x2 = PARAM(1) - PARAM(0);
y2 = PARAM(2) - PARAM(0);
z2 = PARAM(3) - PARAM(0);
x3 = fabs(PARAM_X);
y3 = fabs(PARAM_Y);
z3 = fabs(PARAM_Z);
PARAM_X = (x3 < x2) ? 0 : (x3 - x2);
PARAM_Y = (y3 < y2) ? 0 : (y3 - y2);
PARAM_Z = (z3 < z2) ? 0 : (z3 - z2);
return (sqrt(PARAM_X * PARAM_X + PARAM_Y * PARAM_Y + PARAM_Z * PARAM_Z)
- PARAM(0));
}
Using fabs gave me approx. 2% speed increase in the test scene
(p.b.images).
>
> To me it seems this offset is specifically for handling the degenerate
> case. Choosing 1e-3 simply gets you beyond your accuracy limit.
This was my intention. And yes, this is very likely. I tried the
degenerated case without the offset and the render process stuck
on the first line until I aborted after some minutes.
Sebastian
Post a reply to this message
|
|
| |
| |
|
|
|
|
| |
| |
|
|
Sebastian H. wrote:
>>
>> Note the current f_rounded_box() is not a very efficient solution
>> anyway (you don't need an sqrt() for every evaluation).
>
> Actually I tried the following expression.
>
> return (PARAM_X * PARAM_X
> + PARAM_Y * PARAM_Y
> + PARAM_Z * PARAM_Z
> - PARAM(0)*PARAM(0));
>
That's not what i meant. You don't need the sqrt() on the faces of the
rounded cube - there a simple plane function is sufficient.
Christoph
--
POV-Ray tutorials, include files, Landscape of the week:
http://www.imagico.de/ (Last updated 31 Oct. 2005)
MegaPOV with mechanics simulation: http://megapov.inetart.net/
Post a reply to this message
|
|
| |
| |
|
|
|
|
| |
| |
|
|
Christoph Hormann wrote:
> Sebastian H. wrote:
>
> That's not what i meant. You don't need the sqrt() on the faces of the
> rounded cube - there a simple plane function is sufficient.
Hmm, needs some "if" calls but gives another speed boost of
approx. 8% in the test image.
The function now looks like this.
DBL f_rounded_box(DBL *ptr, unsigned int) // 60
{
DBL x2, y2, z2, x3, y3, z3;
x2 = PARAM(1) - PARAM(0);
y2 = PARAM(2) - PARAM(0);
z2 = PARAM(3) - PARAM(0);
x3 = fabs(PARAM_X);
y3 = fabs(PARAM_Y);
z3 = fabs(PARAM_Z);
PARAM_X = (x3 < x2) ? 0 : (x3 - x2);
PARAM_Y = (y3 < y2) ? 0 : (y3 - y2);
PARAM_Z = (z3 < z2) ? 0 : (z3 - z2);
// With coitus interruptus
if(!PARAM_X)
{
if(!PARAM_Y)
{
return (z3 - PARAM(3));
}
if(!PARAM_Z)
{
return (y3 - PARAM(2));
}
}
if((!PARAM_Y) && (!PARAM_Z))
{
return (x3 - PARAM(1));
}
return (sqrt(PARAM_X * PARAM_X + PARAM_Y * PARAM_Y + PARAM_Z *
PARAM_Z) - PARAM(0));
}
Now there appear gradients above 1.0 but I could not find
any surface errors so I think a max_gradient of 1.0 is still fine.
If anyone wants to put this code or part of into the official source
feel free.
Sebastian
Post a reply to this message
|
|
| |
| |
|
|
|
|
| |
| |
|
|
Sebastian H. wrote:
>
>> Sebastian H. wrote:
>>
>> That's not what i meant. You don't need the sqrt() on the faces of
>> the rounded cube - there a simple plane function is sufficient.
>
>
> Hmm, needs some "if" calls
Yes, that's what i meant. I would however do it somewhat differently
(untested, based on what you wrote):
{
DBL x2, y2, z2, x3, y3, z3;
x2 = PARAM(1) - PARAM(0);
y2 = PARAM(2) - PARAM(0);
z2 = PARAM(3) - PARAM(0);
x3 = fabs(PARAM_X);
y3 = fabs(PARAM_Y);
z3 = fabs(PARAM_Z);
if (x3 < x2)
{
if (y3 < y2)
{
if (z3 < z2)
{
return -PARAM(0);
}
return (z3 - PARAM(3));
}
if (z3 < z2)
{
return (y3 - PARAM(2));
}
return (sqrt(PARAM_Y * PARAM_Y + PARAM_Z * PARAM_Z) - PARAM(0));
}
if (y3 < y2)
{
if (z3 < z2)
{
return (x3 - PARAM(1));
}
return (sqrt(PARAM_X * PARAM_X + PARAM_Z * PARAM_Z) - PARAM(0));
}
if (z3 < z2)
{
return (sqrt(PARAM_X * PARAM_X + PARAM_Y * PARAM_Y) - PARAM(0));
}
return (sqrt(PARAM_X * PARAM_X + PARAM_Y * PARAM_Y + PARAM_Z *
PARAM_Z) - PARAM(0));
}
It would BTW be easy to add a correct distance function for the interior
as well by replacing the 'return -PARAM(0);'. This would of course
break backwards compatibility so it might not be a good idea.
Christoph
--
POV-Ray tutorials, include files, Landscape of the week:
http://www.imagico.de/ (Last updated 31 Oct. 2005)
MegaPOV with mechanics simulation: http://megapov.inetart.net/
Post a reply to this message
|
|
| |
| |
|
|
|
|
| |
| |
|
|
Christoph Hormann wrote:
> Yes, that's what i meant. I would however do it somewhat differently
> (untested, based on what you wrote):
There's a problem with the PARAM_* used in the square roots.
Actually they are the distance from the "inner box" and must
be redefined as such before with the code you dropped.
(Abusing the parameters for this is a bit ugly, but...)
PARAM_X = x3 - x2;
PARAM_Y = y3 - y2;
PARAM_Z = z3 - z2;
The addition of the square roots with reduced argument number looks good
though I'm not sure whether by the third one anything is gained.
It's one additional comparison to maybe save one multiplication and
one addition.
> It would BTW be easy to add a correct distance function for the interior
> as well by replacing the 'return -PARAM(0);'. This would of course
> break backwards compatibility so it might not be a good idea.
It seems that the return -PARAM(0) also cures the max. gradient peaks.
Sebastian
Post a reply to this message
|
|
| |
| |
|
|
|
|
| |
| |
|
|
Sebastian H. wrote:
>
> There's a problem with the PARAM_* used in the square roots.
> Actually they are the distance from the "inner box" and must
> be redefined as such before with the code you dropped.
> (Abusing the parameters for this is a bit ugly, but...)
>
> PARAM_X = x3 - x2;
> PARAM_Y = y3 - y2;
> PARAM_Z = z3 - z2;
As said - i did not yet test it.
> The addition of the square roots with reduced argument number looks good
> though I'm not sure whether by the third one anything is gained.
> It's one additional comparison to maybe save one multiplication and
> one addition.
Well - the most important reason is to maintain the beauty of symmetry
in the code... ;-)
Christoph
--
POV-Ray tutorials, include files, Landscape of the week:
http://www.imagico.de/ (Last updated 31 Oct. 2005)
MegaPOV with mechanics simulation: http://megapov.inetart.net/
Post a reply to this message
|
|
| |
| |
|
|
|
|
| |
