OpenLexocad
27.0
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A conic is a planar curve which could be produced by intersecting a plane with a cone. A conic is defined in terms of its intrinsic geometric properties rather than being described in terms of other geometry. A conic class always has a placement coordinate system defined by a two or three dimensional placement. The parametric representation is defined in terms of this placement coordinate system. (Definition from ISO/CD 16739:2011) More...
#include <Conic.h>
Public Member Functions | |
Geom::Ax2 | getPosition () const |
void | setPosition (const Geom::Ax2 &aValue) |
virtual | ~Conic (void) |
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pConstWire | getWire () const |
void | translate (const Geom::Vec &v) |
void | transform (const Geom::Trsf &t) |
void | reverse () |
double | firstParameter () const |
double | lastParameter () const |
void | d0 (double u, Geom::Pnt &p) const |
void | d1 (double u, Geom::Pnt &p, Geom::Vec &v1) const |
void | d2 (double u, Geom::Pnt &p, Geom::Vec &v1, Geom::Vec &v2) const |
Geom::Pnt | value (double U) const |
double | transformedParameter (double U, const Geom::Trsf &t) const |
virtual | ~Curve (void) |
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virtual | ~Geometry (void) |
pShape | computeShape (bool checkShape=false) |
pConstShape | getShape (void) const |
double | getPrecision () const |
void | setPrecision (double p) |
Geom::Bnd_Box | getBoundingBox () const |
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std::shared_ptr< Document > | getDocument () const |
bool | isNew () const |
bool | isUpdated () const |
bool | isValid () const |
bool | hasErrors () const |
void | touch () |
LxIfc4::LxIfc4EntityEnum | getEntityType () const |
std::string | getEntityTypeAsString () const |
std::shared_ptr< Core::DbgInfo > | getDbgInfo () const |
DocObject (Core::DocObject *aObject) | |
virtual | ~DocObject (void) |
Core::DocObject * | __getObj__ () const |
Protected Member Functions | |
Conic (void) | |
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Curve (void) | |
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Geometry () | |
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DocObject () | |
Additional Inherited Members | |
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Core::DocObject * | _coreObj = nullptr |
A conic is a planar curve which could be produced by intersecting a plane with a cone. A conic is defined in terms of its intrinsic geometric properties rather than being described in terms of other geometry. A conic class always has a placement coordinate system defined by a two or three dimensional placement. The parametric representation is defined in terms of this placement coordinate system. (Definition from ISO/CD 16739:2011)
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virtual |
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inlineprotected |
Geom::Ax2 OpenLxApp::Conic::getPosition | ( | ) | const |
void OpenLxApp::Conic::setPosition | ( | const Geom::Ax2 & | aValue | ) |