Open CASCADE Technology
7.0.0

Class performs computing of the global inertia properties of geometric object in 3D space by adaptive and nonadaptive 2D Gauss integration algorithms. More...
#include <BRepGProp_Gauss.hxx>
public API  
enum  BRepGProp_GaussType { Vinert = 0, Sinert } 
Describes types of geometric objects. More...  
BRepGProp_Gauss (const BRepGProp_GaussType theType)  
Constructor. More...  
void  Compute (const BRepGProp_Face &theSurface, const gp_Pnt &theLocation, const Standard_Real theCoeff[], const Standard_Boolean theIsByPoint, Standard_Real &theOutMass, gp_Pnt &theOutGravityCenter, gp_Mat &theOutInertia) 
Computes the global properties of a solid region of 3D space which can be delimited by the surface and point or surface and plane. Surface can be closed. The method is quick and its precision is enough for many cases of analytical surfaces. Nonadaptive 2D Gauss integration with predefined numbers of Gauss points is used. Numbers of points depend on types of surfaces and curves. Error of the computation is not calculated. More...  
void  Compute (const BRepGProp_Face &theSurface, const gp_Pnt &theLocation, Standard_Real &theOutMass, gp_Pnt &theOutGravityCenter, gp_Mat &theOutInertia) 
Computes the global properties of a surface. Surface can be closed. The method is quick and its precision is enough for many cases of analytical surfaces. Nonadaptive 2D Gauss integration with predefined numbers of Gauss points is used. Numbers of points depend on types of surfaces and curves. Error of the computation is not calculated. More...  
void  Compute (BRepGProp_Face &theSurface, BRepGProp_Domain &theDomain, const gp_Pnt &theLocation, const Standard_Real theCoeff[], const Standard_Boolean theIsByPoint, Standard_Real &theOutMass, gp_Pnt &theOutGravityCenter, gp_Mat &theOutInertia) 
Computes the global properties of a region of 3D space which can be delimited by the surface and point or surface and plane. Surface can be closed. The method is quick and its precision is enough for many cases of analytical surfaces. Nonadaptive 2D Gauss integration with predefined numbers of Gauss points is used. Numbers of points depend on types of surfaces and curves. Error of the computation is not calculated. More...  
void  Compute (BRepGProp_Face &theSurface, BRepGProp_Domain &theDomain, const gp_Pnt &theLocation, Standard_Real &theOutMass, gp_Pnt &theOutGravityCenter, gp_Mat &theOutInertia) 
Computes the global properties of a surface. Surface can be closed. The method is quick and its precision is enough for many cases of analytical surfaces. Nonadaptive 2D Gauss integration with predefined numbers of Gauss points is used. Numbers of points depend on types of surfaces and curves. Error of the computation is not calculated. More...  
Standard_Real  Compute (BRepGProp_Face &theSurface, BRepGProp_Domain &theDomain, const gp_Pnt &theLocation, const Standard_Real theEps, const Standard_Real theCoeff[], const Standard_Boolean theByPoint, Standard_Real &theOutMass, gp_Pnt &theOutGravityCenter, gp_Mat &theOutInertia) 
Computes the global properties of the region of 3D space which can be delimited by the surface and point or surface and plane. Adaptive 2D Gauss integration is used. If Epsilon more than 0.001 then algorithm performs nonadaptive integration. More...  
Standard_Real  Compute (BRepGProp_Face &theSurface, BRepGProp_Domain &theDomain, const gp_Pnt &theLocation, const Standard_Real theEps, Standard_Real &theOutMass, gp_Pnt &theOutGravityCenter, gp_Mat &theOutInertia) 
Computes the global properties of the face. Adaptive 2D Gauss integration is used. If Epsilon more than 0.001 then algorithm performs nonadaptive integration. More...  
Class performs computing of the global inertia properties of geometric object in 3D space by adaptive and nonadaptive 2D Gauss integration algorithms.

explicit 
Constructor.
void BRepGProp_Gauss::Compute  (  const BRepGProp_Face &  theSurface, 
const gp_Pnt &  theLocation,  
const Standard_Real  theCoeff[],  
const Standard_Boolean  theIsByPoint,  
Standard_Real &  theOutMass,  
gp_Pnt &  theOutGravityCenter,  
gp_Mat &  theOutInertia  
) 
Computes the global properties of a solid region of 3D space which can be delimited by the surface and point or surface and plane. Surface can be closed. The method is quick and its precision is enough for many cases of analytical surfaces. Nonadaptive 2D Gauss integration with predefined numbers of Gauss points is used. Numbers of points depend on types of surfaces and curves. Error of the computation is not calculated.
theSurface   bounding surface of the region; 
theLocation   location of the point or the plane; 
theCoeff   plane coefficients; 
theIsByPoint   flag of restricition (point/plane); 
theOutMass[out]   mass (volume) of region; 
theOutGravityCenter[out]   garvity center of region; 
theOutInertia[out]   matrix of inertia; 
void BRepGProp_Gauss::Compute  (  const BRepGProp_Face &  theSurface, 
const gp_Pnt &  theLocation,  
Standard_Real &  theOutMass,  
gp_Pnt &  theOutGravityCenter,  
gp_Mat &  theOutInertia  
) 
Computes the global properties of a surface. Surface can be closed. The method is quick and its precision is enough for many cases of analytical surfaces. Nonadaptive 2D Gauss integration with predefined numbers of Gauss points is used. Numbers of points depend on types of surfaces and curves. Error of the computation is not calculated.
theSurface   bounding surface of the region; 
theLocation   surface location; 
theOutMass[out]   mass (volume) of region; 
theOutGravityCenter[out]   garvity center of region; 
theOutInertia[out]   matrix of inertia; 
void BRepGProp_Gauss::Compute  (  BRepGProp_Face &  theSurface, 
BRepGProp_Domain &  theDomain,  
const gp_Pnt &  theLocation,  
const Standard_Real  theCoeff[],  
const Standard_Boolean  theIsByPoint,  
Standard_Real &  theOutMass,  
gp_Pnt &  theOutGravityCenter,  
gp_Mat &  theOutInertia  
) 
Computes the global properties of a region of 3D space which can be delimited by the surface and point or surface and plane. Surface can be closed. The method is quick and its precision is enough for many cases of analytical surfaces. Nonadaptive 2D Gauss integration with predefined numbers of Gauss points is used. Numbers of points depend on types of surfaces and curves. Error of the computation is not calculated.
theSurface   bounding surface of the region; 
theDomain   surface boundings; 
theLocation   location of the point or the plane; 
theCoeff   plane coefficients; 
theIsByPoint   flag of restricition (point/plane); 
theOutMass[out]   mass (volume) of region; 
theOutGravityCenter[out]   garvity center of region; 
theOutInertia[out]   matrix of inertia; 
void BRepGProp_Gauss::Compute  (  BRepGProp_Face &  theSurface, 
BRepGProp_Domain &  theDomain,  
const gp_Pnt &  theLocation,  
Standard_Real &  theOutMass,  
gp_Pnt &  theOutGravityCenter,  
gp_Mat &  theOutInertia  
) 
Computes the global properties of a surface. Surface can be closed. The method is quick and its precision is enough for many cases of analytical surfaces. Nonadaptive 2D Gauss integration with predefined numbers of Gauss points is used. Numbers of points depend on types of surfaces and curves. Error of the computation is not calculated.
theSurface   bounding surface of the region; 
theDomain   surface boundings; 
theLocation   surface location; 
theOutMass[out]   mass (volume) of region; 
theOutGravityCenter[out]   garvity center of region; 
theOutInertia[out]   matrix of inertia; 
Standard_Real BRepGProp_Gauss::Compute  (  BRepGProp_Face &  theSurface, 
BRepGProp_Domain &  theDomain,  
const gp_Pnt &  theLocation,  
const Standard_Real  theEps,  
const Standard_Real  theCoeff[],  
const Standard_Boolean  theByPoint,  
Standard_Real &  theOutMass,  
gp_Pnt &  theOutGravityCenter,  
gp_Mat &  theOutInertia  
) 
Computes the global properties of the region of 3D space which can be delimited by the surface and point or surface and plane. Adaptive 2D Gauss integration is used. If Epsilon more than 0.001 then algorithm performs nonadaptive integration.
theSurface   bounding surface of the region; 
theDomain   surface boundings; 
theLocation   location of the point or the plane; 
theEps   maximal relative error of computed mass (volume) for face; 
theCoeff   plane coefficients; 
theIsByPoint   flag of restricition (point/plane); 
theOutMass[out]   mass (volume) of region; 
theOutGravityCenter[out]   garvity center of region; 
theOutInertia[out]   matrix of inertia; 
Standard_Real BRepGProp_Gauss::Compute  (  BRepGProp_Face &  theSurface, 
BRepGProp_Domain &  theDomain,  
const gp_Pnt &  theLocation,  
const Standard_Real  theEps,  
Standard_Real &  theOutMass,  
gp_Pnt &  theOutGravityCenter,  
gp_Mat &  theOutInertia  
) 
Computes the global properties of the face. Adaptive 2D Gauss integration is used. If Epsilon more than 0.001 then algorithm performs nonadaptive integration.
theSurface   bounding surface of the region; 
theDomain   surface boundings; 
theLocation   surface location; 
theEps   maximal relative error of computed mass (square) for face; 
theOutMass[out]   mass (volume) of region; 
theOutGravityCenter[out]   garvity center of region; 
theOutInertia[out]   matrix of inertia; 