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Le 28/07/2015 00:53, Cousin Ricky a écrit :
> On 2015-07-27 02:10 PM (-4), Le_Forgeron wrote:
>> Confirmed on Ubuntu 15.04 too.
> 
> I have opened task #331 on FlySpray.
> 

I have it... you of course had to choose the sole kind of quadric that
get "optimized" bounding box in 3.7 : paraboloid.
(the 3 axes are impacted)

Before (3.6.1):

> if ((A == 0.0) && (D != 0.0) && (E != 0.0) && (H != 0.0) && (J ==
> 0.0)) { /* Get radii for lower x value. */
> 
> x = ClipMin[X];
> 
> ry1 = sqrt(fabs(2.0 * D * x / E)); rz1 = sqrt(fabs(2.0 * D * x /
> H));
> 
> /* Get radii for upper x value. */
> 
> x = ClipMax[X];
> 
> ry2 = sqrt(fabs(2.0 * D * x / E)); rz2 = sqrt(fabs(2.0 * D * x /
> H));
> 
> ry = max(ry1, ry2); rz = max(rz1, rz2);
> 
> NewMin[Y] = -ry; NewMin[Z] = -rz; NewMax[Y] = ry; NewMax[Z] = rz; 
> }

After (3.7):

> if ((A == 0.0) && (D != 0.0) && (E * H > 0.0) && (J == 0.0)) { /*
> Get radii for lower x value. */
> 
> x = D * E < 0 ? max(0., ClipMin[X]) : ClipMin[X];
> 
> ry1 = sqrt(fabs(2.0 * D * x / E)); rz1 = sqrt(fabs(2.0 * D * x /
> H));
> 
> /* Get radii for upper x value. */
> 
> x = D * E > 0 ? min(0., ClipMax[X]) : ClipMax[X];
> 
> ry2 = sqrt(fabs(2.0 * D * x / E)); rz2 = sqrt(fabs(2.0 * D * x /
> H));
> 
> ry = max(ry1, ry2); rz = max(rz1, rz2);
> 
> if (D*E < 0) NewMin[X] = max(0., ClipMin[X]); NewMin[Y] = -ry; 
> NewMin[Z] = -rz; if (D*E > 0) NewMax[X] = min(0., ClipMax[X]); 
> NewMax[Y] = ry; NewMax[Z] = rz; }

The object has been translated to the origin, the 3.6 version only
reduced the "diameter" of the paraboloid. 3.7 is more ambitious... and
fails with a bounding box that has a null dimension.

When used alone, the paraboloid bounding box is ok in 3.7 (because the
evaluation of radius is above critical length, the bounding box is
reset to infinity, so tracing is fine.

But used in an intersection, the null bounding box is kept, due to the
other objects bounding box being smaller than infinity, and nothing is
traced.

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