CATInterfereSolverUseItf Interface CATIInterfSolverResultITF

Usage: an implementation of this interface is supplied and you must use it as is. You should not reimplement it.

interface CATIInterfSolverResultITF

This interface is implemented by CATInterfereSolverUseImpl.

Role: Contains API to manage Interference Solver.

Method Index

o GetAccuracy(double&,double&)

Get accuracy of interference.

o GetClearanceValues(CATMathPoint&,CATMathPoint&,double&)

Get clearance values of interference (in case of clearance result).

o GetContactValues(CATMathPoint&,CATMathPoint&,double&)

Get contact values of interference (in case of contact result).

o GetFirstClearance(double**,int**,int&)

Get first surface (polyhedral) of object 1 of interference (in case of clearance result).

o GetFirstContact(double**,int**,int&)

Get first surface (polyhedral) of object 1 of interference (in case of contact result).

o GetIntersectionCurves(double**,int**,int&)

Get intersection curve of interference (in case of clash result).

o GetObjectsInInterference(int&,int&)

Get Id Objects of interference.

o GetPenetrationVector(CATMathPoint&,CATMathPoint&)

Get penetration vector of interference (in case of clash result).

o GetSecondClearance(double**,int**,int&)

Get second surface (polyhedral) of object 2 of interference (in case of clearance result).

o GetSecondContact(double**,int**,int&)

Get second surface (polyhedral) of object 2 of interference (in case of contact result).

o GetTypeStatus(CATIInterfSolverResultITF::InterfSolverItfType&)

Get type status of interference.

Enumerated Type Index

o InterfSolverItfType

type status of interference.

Methods

Get accuracy of interference.

Parameters:

oAccuracy1

[out] The 3D accuracy of the first tesselation object of interference.

oAccuracy2

[out] The 3D accuracy of the second tesselation object of interference.

Returns:

S_OK

If the operation is successful.

E_FAIL

If the operation is failed.

Get clearance values of interference (in case of clearance result).

Parameters:

oPt1

[out] The first point realized by the minimum distance of clearance.

oPt2

[out] The second point realized by the minimum distance of clearance.

oMinimumDistance

[out] The minimum distance realized by the clearance.

Returns:

S_OK

If the operation is successful.

E_FAIL

If the operation is failed.

Get contact values of interference (in case of contact result).

Parameters:

oPt1

[out] The first point realized by the minimum distance of contact.

oPt2

[out] The second point realized by the minimum distance of contact.

oMinimumDistance

[out] The minimum distance realized by the contact.

Returns:

S_OK

If the operation is successful.

E_FAIL

If the operation is failed.

Get first surface (polyhedral) of object 1 of interference (in case of clearance result).

Parameters:

opVertices

[out] The vertex coordinates of triangles : XYZXYZXYZ....

opTriangleIndices

[out] The indices of triangles.

oNbTriangle

[out] The number of triangles.

Returns:

S_OK

If the operation is successful.

E_FAIL

If the operation is failed.

Get first surface (polyhedral) of object 1 of interference (in case of contact result).

Parameters:

opVertices

[out] The vertex coordinates of triangles : XYZXYZXYZ....

opTriangleIndices

[out] The indices of triangles : opTriangleIndices[j],opTriangleIndices[j+1],opTriangleIndices[j+2], with 0<=j<3*oNbTriangle.

oNbTriangle

[out] The number of triangles. Details:

                 --------------------       
                | *opTriangleIndices |
                 --------------------
                |       i00          |   }
                |       i01          |   } triangle 0 defined by index i00, i01 and i02
                |       i02          |   }
                |        .           |
                |        .           |
                |       ij0          |   }
                |       ij1          |   } triangle j defined by index ij0, ij1 and ij2. 
                |       ij2          |   }
                |        .           |
                |        .           |
                 --------------------

   

For example, index enables access to the triangle with :

vertex 1 : X = (*opVertices)[ij0], Y = (*opVertices)[ij0 + 1] and Z = (*opVertices)[ij0 + 2]
vertex 2 : X = (*opVertices)[ij1], Y = (*opVertices)[ij1 + 1] and Z = (*opVertices)[ij1 + 2]
vertex 3 : X = (*opVertices)[ij2], Y = (*opVertices)[ij2 + 1] and Z = (*opVertices)[ij2 + 2]

Returns:

S_OK

If the operation is successful.

E_FAIL

If the operation is failed.

Get intersection curve of interference (in case of clash result).

Parameters:

opVertexPolyline

[out] The vertex coordinates of polyline : XYZXYZXYZ....

opNbVertexPolyline

[out] The number opNbVertexPolyline[i] of vertex of each polyline with 0 <= i < oNbPolylines.

oNbPolylines

[out] The number of polylines. Details:

      -------------------------------------      
     | *opVertexPolyline                   |   } array of size [opNbVertexPolyline[0]+...+opNbVertexPolyline[oNbPolylines-1]]
      -------------------------------------
     |  x [0]                              |   }
     |  y [1]                              |   } vertex 0 of polyline 0          }
     |  y [2]                              |   }                                 }   
     |  x [3]                              |   }                                 }
     |  y [4]                              |   } vertex 1 of polyline 0          }
     |  z [5]                              |   }                                 }
     |  x [6]                              |   }                                 } polyline 0 of size [opNbVertexPolyline[0]]
     |  y [7]                              |   } vertex 2 of polyline 0 and ...  }
     |  z [8]                              |   }                                 }
     |  .                                  |                                                          
     |  .                                  |                                                          
     |  x [3*opNbVertexPolyline[i-1]    ]  |   }                                 }
     |  y [3*opNbVertexPolyline[i-1] + 1]  |   } vertex 0 of polyline i          } polyline i of size [opNbVertexPolyline[i]]
     |  z [3*opNbVertexPolyline[i-1] + 2]  |   }                                 }
     |  x [3*opNbVertexPolyline[i-1] + 3]  |   }                                 )
     |  y [3*opNbVertexPolyline[i-1] + 4]  |   } vertex 1 of polyline i and ...  }
     |  z [3*opNbVertexPolyline[i-1] + 5]  |   }
     |  .                                  |
     |  .                                  |
      -------------------------------------

   

Returns:

S_OK

If the operation is successful.

E_FAIL

If the operation is failed.