Signed Distance Fields 1.0
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Isocele trapezoid primitive. More...
#include <sdf.h>
Public Member Functions | |
SDFIsoceleTrapezoid2 (const Vector2 &, const Vector2 &, const double, const double) | |
Create an isocele trapezoid. More... | |
virtual | ~SDFIsoceleTrapezoid2 () |
Destructor. | |
double | Signed (const Vector2 &) const |
Compute the signed Euclidean distance function. More... | |
int | Memory () const |
Return the size of a sub-tree. More... | |
virtual SDFNode2 * | Copy () const |
Deep copy. | |
Public Member Functions inherited from SDFEuclidean2 | |
SDFEuclidean2 () | |
Create an Euclidean primitive. More... | |
virtual | ~SDFEuclidean2 () |
Destructor. | |
Public Member Functions inherited from SDFPrimitive2 | |
SDFPrimitive2 () | |
Create a primitive. | |
virtual | ~SDFPrimitive2 () |
Destructor. | |
Public Member Functions inherited from SDFNode2 | |
SDFNode2 () | |
Create a generic node. More... | |
virtual | ~SDFNode2 () |
Destructor. | |
virtual double | K () const |
Return the Lipschitz constant of the node. More... | |
Box2 | GetBox () const |
Return the bounding box of the node. | |
virtual int | Nodes () const |
Compute the number of nodes in the sub-tree. | |
Protected Attributes | |
Vector2 | b |
Base and apex points. | |
double | rb |
Base and apex radii. | |
Vector2 | axis |
Axis. | |
double | length |
Length. | |
Protected Attributes inherited from SDFNode2 | |
Box2 | box |
Box bounding the surface. | |
double | k |
Lipschitz constant. | |
Additional Inherited Members | |
Static Protected Attributes inherited from SDFNode2 | |
static constexpr double | Epsilon = 0.01 |
Small constant used for bounding volumes. | |
Isocele trapezoid primitive.
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explicit |
Create an isocele trapezoid.
a,b | Base and apex points. |
ra,rb | Base and apex radii. |
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virtual |
Return the size of a sub-tree.
Reimplemented from SDFNode2.
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virtual |
Compute the signed Euclidean distance function.
By default compute the signed distance to the bounding box of the primitive.
p | Point. |
Reimplemented from SDFEuclidean2.