Collaboration diagram for Polygonal Objects:

Classes
class	MbMeshProcessorValues
	Parameters of BRep shell construction from polygonal mesh. More...

class	MbMeshProcessor
	Class for creating a BRep shell by polygonal mesh. More...

struct	MeshInfo
	Diagnostic data of a polygonal object. More...

class	MbDrapMaker
	Class for shell draping. More...

struct	MbCurvature
	Curvature and principal curvature direction data. More...

class	MbFloatPoint
	A two-dimensional point. More...

class	MbFloatPoint3D
	Three-dimensional point. More...

class	MbFloatVector3D
	Three-dimensional vector. More...

class	MbFloatAxis3D
	Axis. More...

class	MbExactGrid
	Triangulation on double data. More...

class	MbFloatGrid
	Triangulation on float data. More...

class	MbExactPolygon3D
	Polygon on double data. More...

class	MbFloatPolygon3D
	Polygon on float data. More...

class	MbPolygon
	Two-dimensional polygon. More...

class	MbPrimitive
	Primitive. More...

class	MbApex3D
	Apex (point). More...

class	MbExactApex3D
	Apex on double data. More...

class	MbFloatApex3D
	Apex on float data. More...

class	MbPolygon3D
	Polygon. More...

class	MbGrid
	Triangulation. More...

class	MbTriangle
	Triangle. More...

class	MbQuadrangle
	Quadrangle. More...

class	MbElement
	Element of tesselation of solid volume. More...

class	MbGridLoop
	Border of triangulation. More...

class	MbGridSegment
	A polygonal mesh segment (segmentation result). More...

class	MbRepairInconsistentMeshParams
	Parameters for the inconsistent meshes (MbMesh) repair. More...

class	MbMeshToInstanceParams
	Parameters for the replacement of repetative meshes (MbMesh) into MbInstance. More...

class	MbMeshToInstanceResults
	Results of the replacement of repetative meshes (MbMesh) into MbInstance. More...

class	MbCurveFitParametersBase
	Base class for curve fitting parameters. More...

class	MbCurveFitParameters
	2D curve fitting parameters. More...

class	MbCurveFitParameters3D
	3D curve fitting parameters. More...

class	MbFitResultsBase
	Base class for fitting results. More...

class	MbCurveFitResults
	2D curve fitting results. More...

class	MbCurveFitResults3D
	2D curve fitting results. More...

class	MbSurfaceFitToGridParameters
	Parameters of surface fitting. More...

class	MbSurfaceFitToGridResults
	Parameters of surface fitting. More...

class	MbRemeshParams
	Remeshing parameters. More...

class	MbShellLinearizationParams
	Parameters for the shell linearization. More...

class	MbShellLinearizationResults
	Shell linearization results. More...

class	MbMeshCurvatureParams
	Parameters for mesh curvature calculation. More...

class	MbMergePolymeshParams
	Parameters for polymesh merging. More...

class	MbMeshSmoothingParams
	Parameters for the polymesh smoothing. More...

class	MbPolylinePolymeshProjectResults
	Results of projecting a polyline on a polymesh. More...

class	MbCurvePolymeshProjectParams
	Parameters for cutting a polymesh with a set of curves. More...

class	MbPathPolymeshOffsetParams
	Parameters for polymesh edge pathes offsetting. More...

class	MbPolymeshProjectResults
	Results of cutting a polymesh with a set of curves. More...

class	MbFillClosedCurveParams
	Parameters for filling a hole defined by a closed curve. More...

class	MbFillPolymeshHoleParams
	Parameters for filling a polygonal object hole. More...

class	MbPolymeshNormalsParams
	Parameters for calculation of normal vectors at the vertices of a polygonal object. More...

class	MbPolymeshBooleanParams
	Parameters of a boolean operation with two polygonal objects. More...

class	MbPolymeshBooleanResults
	Results of a boolean operation with two polygonal objects. More...

class	MbPolymeshImprintParams
	Parameters of imprinting a 2D line or a plane on a polygonal object. More...

class	MbPolymeshImprintResults
	Results of imprinting a line or a plane on a polygonal object. More...

class	MbFaceAndGrid
	Mathematical face and its calculated grid. More...

struct	MbLumpAndFaces
	A solid with an array of faces and triangulation grids. More...

Enumerations
enum	MbeSurfReconstructMode { srm_All = 0 , srm_NoGrids = 1 , srm_CanonicOnly = 2 , srm_Default = srm_NoGrids }
	Surface reconstruction mode. More...

enum	MbeCreateBRepMode { cbm_Strict = 0 , cbm_Weak = 1 , cbm_Default = cbm_Strict }
	BRep creation mode. More...

enum	MbePrimitiveType { pt_Apex3D , pt_ExactApex3D , pt_FloatApex3D , pt_Polygon3D , pt_ExactPolygon3D , pt_FloatPolygon3D , pt_Grid , pt_ExactGrid , pt_FloatGrid }
	Types of primitives. More...

enum	MbeMoveType { mt_Forward = 0 , mt_Backward = 1 }
	Motion direction. More...

enum	MbeRejectOutliersType { rot_NoReject = 0 , rot_Sigma = 1 , rot_Percent = 2 , rot_MaxDistance = 3 }
	Outliers rejection mode for surface fitting. More...

enum	MbCurveFitParametersBase::MbeCurveFitType { MbCurveFitParametersBase::cft_Undef = 0 , MbCurveFitParametersBase::cft_Line = 1 , MbCurveFitParametersBase::cft_Circle = 2 , MbCurveFitParametersBase::cft_Ellipse = 3 }
	Type of a curve to be fit. More...

enum class	MbeSegmentationCriterion { openBoundary = 0 , sharpEdges = 1 , curvature = 2 }
	A criterion for segmenting a polygonal object. More...

Functions
static MbMeshProcessor *	MbMeshProcessor::Create (const MbCollection &collection)
	Create mesh processor by collection. More...

virtual void	MbMeshProcessor::SetRelativeTolerance (double tolerance)=0
	Set relative tolerance. More...

virtual void	MbMeshProcessor::SetTolerance (double tolerance)=0
	Set tolerance. More...

virtual double	MbMeshProcessor::GetTolerance () const =0
	Get tolerance. More...

virtual void	MbMeshProcessor::SetReconstructionMode (MbeSurfReconstructMode mode)=0
	Set the surfaces reconstruction mode. More...

virtual void	MbMeshProcessor::SetBrepCreationMode (MbeCreateBRepMode mode)=0
	Set the BRep creation mode. More...

virtual void	MbMeshProcessor::SetUseMeshSmoothing (bool useSmoothing)=0
	Set flag to use smoothing of input mesh. More...

virtual const MbCollection &	MbMeshProcessor::GetSimplifiedMesh ()=0
	Get fixed (simplified) copy of the input mesh. More...

virtual const MbCollection &	MbMeshProcessor::GetSegmentedMesh ()=0
	Get segmented copy of the input mesh. More...

virtual const std::vector< MbCurvature > &	MbMeshProcessor::CalculateCurvatures ()=0
	Calculate the principal curvatures and principal curvature directions at mesh points. More...

virtual MbResultType	MbMeshProcessor::SegmentMesh (bool createSurfaces=true)=0
	Segment a polygonal mesh. More...

virtual MbResultType	MbMeshProcessor::CreateBRepShell (MbFaceShell *&pShell, bool smoothBoundaryEdges, double bondThresholdAngle)=0
	Create shell. More...

virtual void	MbMeshProcessor::FitSurfaceToSegment (size_t idxSegment)=0
	Fit surface to segment . More...

virtual void	MbMeshProcessor::FitSurfaceToSegment (size_t idxSegment, MbeSpaceType surfaceType)=0
	Fit surface of a given type to a segment. More...

virtual const MbSurface *	MbMeshProcessor::GetSegmentSurface (size_t idxSegment) const =0
	Get surface of segment. More...

virtual MbSurface *	MbMeshProcessor::SetSegmentSurface (size_t idxSegment)=0
	Set surface of segment. More...

virtual void	MbMeshProcessor::ResetSegmentation ()=0
	Reset segmentation of the polygonal mesh. More...

virtual bool	MbMeshProcessor::FindShortestVertexPath (uint v1, uint v2, std::vector< uint > &path)=0
	Find shortest path between two vertices. More...

MbResultType	ConvertMeshToShell (MbMesh &mesh, MbFaceShell *&shell, const MbMeshProcessorValues &params=MbMeshProcessorValues())
	Create shell from mesh with automatic surface reconstruction. More...

MbResultType	ConvertCollectionToShell (MbCollection &collection, MbFaceShell *&shell, const MbMeshProcessorValues &params=MbMeshProcessorValues())
	Create shell from collection with automatic surface reconstruction. More...

MbResultType	FitCurve (const MbCurveFitParameters &params, MbCurveFitResults &results)
	Fit the curve into point set. More...

MbResultType	FitCurve (const MbCurveFitParameters3D &params, MbCurveFitResults3D &results)
	Fit the curve into point set. More...

MbResultType	CalculateMesh (const MbItem &item, const MbStepData &stepData, const MbFormNote &note, MbMesh &mesh)
	Build polygonal copy of an object. More...

void	CalculateWire (const MbPlaneItem &obj, const MbPlacement3D &plane, double sag, MbMesh &mesh)
	Create a polygonal two-dimensional object. More...

MbResultType	CreateIcosahedron (const MbPlacement3D &place, double radius, const MbFormNote &fn, MbMesh *&result)
	Construct an icosahedron mesh. More...

MbResultType	CreateBoxMesh (const MbMatrix3D &trans, SPtr< MbMesh > &result)
	Construct a parallepiped mesh. More...

MbResultType	CreateBoxWire (const MbMatrix3D &trans, SPtr< MbMesh > &result)
	Construct an parallepiped wireframe. More...

void	MakeSpaceWireFrame (const MbItem &item, RPArray< MbCurve3D > &wire, bool isVisibleOnly=false)
	Create a spatial wireframe by a mesh. More...

void	MakePlaneWireFrame (const MbItem &item, const MbPlacement3D &place, RPArray< MbCurve3D > &wire)
	Create a planar wireframe by a mesh. More...

void	MakePlaneVistaWireFrame (const MbItem &item, const MbPlacement3D &place, const MbCartPoint3D &vista, RPArray< MbCurve3D > &wire)
	Create a planar wireframe by a mesh in perspective. More...

void	MakePlaneWireFrame (const MbItem &item, const MbPlacement3D &place, RPArray< MbCurve > &wire)
	Create a planar wireframe by a mesh. More...

void	MakePlaneVistaWireFrame (const MbItem &item, const MbPlacement3D &place, const MbCartPoint3D &vista, RPArray< MbCurve > &wire)
	Create a planar wireframe by a mesh in perspective. More...

MbResultType	CreateSpherePolyhedron (const MbPlacement3D &place, double radius, double &epsilon, MbMesh *&result)
	Construct an spherical mesh. More...

MbResultType	CreateConvexPolyhedron (const SArray< MbFloatPoint3D > &points, MbMesh *&result)
	Calculate a convex hull of a point set. More...

MbResultType	CreateConvexPolyhedron (const std::vector< MbFloatPoint3D > &points, MbMesh *&result)
	Calculate a convex hull of a point set. More...

MbResultType	CreateConvexPolyhedron (const SArray< MbCartPoint3D > &points, MbMesh *&result)
	Calculate a convex hull of a point set. More...

MbResultType	CreateConvexPolyhedron (const std::vector< MbCartPoint3D > &points, MbMesh *&result)
	Calculate a convex hull of a point set. More...

MbResultType	CreateConvexPolyhedron (const MbMesh &mesh, double offset, MbMesh *&result)
	Construct the convex hull of triangulation grid. More...

MbResultType	CreateConvexPolygon (const MbConvexHullParams &params, MbConvexHullResults &result)
	Construct the convex hull of 2D points array. More...

MbResultType	CreateConvexPolyhedron (const MbConvexHullParams3D &params, SPtr< MbMesh > &result)
	Calculate a convex hull of a point set. More...

bool	AreIntersectConvexPolyhedrons (const MbMesh &mesh1, const MbMesh &mesh2)
	Whether there is intersection of convex grids. More...

MbResultType	MeshCutting (MbMesh &mesh, MbeCopyMode sameShell, const MbPlacement3D &place, int part, const MbSNameMaker &names, bool onlySection, MbMesh *&result)
	Cut a part of a polygonal object by a plane. More...

MbResultType	MeshSection (const MbMesh &mesh, const MbPlacement3D &place, c3d::SpaceCurvesSPtrVector &polylines)
	Create a section contour of a polygon figure. More...

MbResultType	MeshMeshIntersection (const MbMesh &mesh1, const MbMesh &mesh2, c3d::SpaceCurvesSPtrVector &polylines)
	Create an intersection contour of two polygon objects. More...

MbResultType	CalculateBallPivotingGrid (const MbCollection &collection, double radius, double radiusMin, double angle, MbMesh *&result)
	Build a triangulation by point cloud with Ball Pivoting algorithm. More...

MbOrientedBox	CalculateBoundingBox (const MbMesh &mesh)
	Calculate a volume-minimized oriented bounding box (OBB) containing a polygonal object. More...

MbResultType	RepairInconsistentMesh (const MbRepairInconsistentMeshParams &params, MbMesh &mesh)
	Repair inconsistent orientation of mesh polygons with respect to each other. More...

MbResultType	ConvertMeshToInstance (const c3d::ItemsSPtrVector &meshContainer, const MbMeshToInstanceParams &params, MbMeshToInstanceResults &results)
	Search an array of objects to replace repeating polygonal objects (MbMesh) with MbInstance, which are linked to the first in the set. It is recommended to use relative accuracy for large objects which size exceeds ~1e6. More...

bool	CheckMeshClosure (const MbMesh &mesh, MeshInfo &info)
	Check the object closeness and provide information about the boundary edges. More...

bool	InspectMeshClosure (const MbMesh &mesh, MeshInfo &info)
	Check the object closeness and provide detailed information about boundaries. More...

MbResultType	SimplifyTriangularMesh (const MbMesh &mesh, const MbMeshSimplificationParams &params, c3d::MeshesSPtrVector &simplifiedMeshes)
	Simplify triangulation. More...

MbResultType	SimplifyTriangularMesh (const MbMeshSimplificationParams &params, MbMesh &mesh)
	Simplify triangulation. More...

MbResultType	UnwrapMesh (const MbMeshUnwrapParams &params, MbMeshUnwrapResult &results)
	Construct a unwrapping the mesh on a plane. More...

MbResultType	CreatePolymeshByShell (const MbShellLinearizationParams &params, const MbFaceShell &shell, MbPolymesh &mesh)
	Create the polymesh by the shell. More...

MbResultType	CreatePolymeshByShell (const MbShellLinearizationParams &params, const MbFaceShell &shell, MbPolymesh &mesh, MbShellLinearizationResults &results)
	Create the polymesh by the shell. More...

void	GetConnectedFacetGroups (const MbPolymesh &mesh, const c3d::IndicesVector &facets, std::vector< c3d::IndicesVector > &groups)
	Get connected groups from facets. More...

void	GetConnectedRegionGroups (const MbPolymesh &mesh, const c3d::IndicesVector &regions, std::vector< c3d::IndicesVector > &groups)
	Get connected groups from regions. More...

void	GetPolymeshRegions (const MbPolymesh &mesh, const MbHalfedgeBoundaryCriterionBase &crit, std::vector< c3d::IndicesVector > &facets)
	Divide a polymesh into regions according to a given boundary criterion. More...

void	GetPolymeshRegion (const MbPolymesh &mesh, const MbHalfedgeBoundaryCriterionBase &crit, size_t seed, c3d::IndicesVector &facets)
	Get the region containing a given facet according to a given boundary criterion. More...

void	GetPolymeshRegionBoundaries (const MbPolymesh &mesh, const c3d::IndicesVector &region, std::vector< c3d::IndicesVector > &boundaries)
	Get the boundary edges of a given region. More...

void	GetPolymeshOpenBoundaries (const MbPolymesh &mesh, std::vector< c3d::IndicesVector > &boundaries)
	Get the open boundary edges of a polymesh. More...

void	GetSegmOpenBoundaries (const MbPolymesh &mesh, std::vector< c3d::IndicesVector > &boundaries)
	Get open segmentation boundaries. More...

MbResultType	PolymeshSection (const MbPolymesh &mesh, const MbPlacement3D &place, c3d::SpaceCurvesSPtrVector &polylines)
	Create a section contour for a polygonal object. More...

bool	CutPolymeshByPlane (const MbPlacement3D &place, bool bTriangulate, MbPolymesh &mesh)
	Cut the part of a polygonal object by a plane. More...

MbResultType	ImprintOnPolymesh (const MbPolymeshImprintParams &params, MbPolymesh &mesh, MbPolymeshImprintResults &results)
	Imprint a 2D line or a plane on a polygonal object. More...

void	CopyPolymeshPart (const MbPolymesh &mesh, const c3d::IndicesVector &facets, MbPolymesh &meshSub)
	Copy the part of a polygonal object into another polygonal object. More...

bool	IsPolymeshTriangulation (const MbPolymesh &mesh)
	Verify if polymesh is triangulation. More...

MbResultType	Remesh (const MbRemeshParams &params, MbPolymesh &mesh)
	Remesh a polygonal object. More...

MbResultType	CalculatePolymeshCurvatures (const MbMeshCurvatureParams &params, MbPolymesh &mesh)
	Calculates mesh curvatures. More...

MbResultType	MergePolymeshes (const MbPolymesh &meshFrom, const MbMergePolymeshParams &params, MbPolymesh &meshTo)
	Merge a polygonal object with another polygonal object. More...

MbResultType	SmoothPolymesh (const MbMeshSmoothingParams &params, MbPolymesh &mesh)
	Smooth a polygonal object using a set of input smoothing parameters. More...

MbResultType	ProjectPolylineOnPolymesh (MbPolymesh &mesh, const MbPolylinePolymeshProjectParams &params, MbPolylinePolymeshProjectResults &results)
	Project a polyline on a polygonal object. More...

MbResultType	FillClosedCurve (const MbFillClosedCurveParams &params, MbPolymesh &patch)
	Fill a hole defined by a closed curve. More...

MbResultType	FillPolymeshHole (const MbFillPolymeshHoleParams &params, MbPolymesh &mesh)
	Fill a polygonal object hole. More...

MbResultType	CalculatePolymeshNormals (const MbPolymeshNormalsParams &params, MbPolymesh &mesh)
	Calculate normal vectors at the vertices of a polygonal object. More...

MbResultType	CutPolymeshByCurves (const MbCurvePolymeshProjectParams &params, MbPolymeshProjectResults &results, MbPolymesh &mesh)
	Cut a polygonal object by a set of curves. More...

MbResultType	OffsetPolymeshPath (const MbPathPolymeshOffsetParams &params, MbPolymeshProjectResults &results, MbPolymesh &mesh)
	Offset polymesh edge paths. More...

MbResultType	PolymeshBoolean (const MbPolymeshBooleanParams &params, MbPolymeshBooleanResults &results, MbPolymesh &mesh0, MbPolymesh &mesh1)
	Boolean operation for two polygonal objects. More...

void	CalculateHideMesh (const MbSurface &surf, const MbVector3D &eyeDir, double sag, MbMesh *&mesh, VERSION version=Math::DefaultMathVersion())
	Calculate mesh. More...

void	TriangulateRegion (const MbRegion &region, double sag, MbPlanarGrid &grid)
	Triangulation of a two-dimensional region. More...

MbResultType	MbSurfaceFitConstraint::InitializeXYW (MbeSpaceType typeSurface, MbeDimensionalConstraintType typeDim, const MbConstraintFixedValues &fixedValues, const MbPlacement3D &place)
	Initialize the XYW-constraint (in case of validity). More...

MbResultType	MbSurfaceFitConstraint::InitializeZ (MbeSpaceType typeSurface, MbeDimensionalConstraintType typeDim, const MbConstraintFixedValues &fixedValues, const MbPlacement3D &place)
	Initialize the Z-constraint (in case of validity). More...

MbResultType	MbSurfaceFitConstraint::InitializeXYZ (MbeSpaceType typeSurface, MbeDimensionalConstraintType typeDim, const MbConstraintFixedValues &fixedValues, const MbPlacement3D &place)
	Initialize the XYZ-constraint (in case of validity). More...

MbResultType	MbSurfaceFitConstraint::InitializeZW (MbeSpaceType typeSurface, MbeDimensionalConstraintType typeDim, const MbConstraintFixedValues &fixedValues, const MbPlacement3D &place)
	Initialize the ZW-constraint (in case of validity). More...

bool	MbSurfaceFitToGridParameters::AddAxisConstraint (const MbVector3D &direction, double angle=0.)
	Add an axis constraint. More...

void	MbSurfaceFitToGridParameters::AddCoaxialConstraint (const MbAxis3D &axis)
	Add a coaxial constraint. More...

bool	MbSurfaceFitToGridParameters::AddCylinderRadiusConstraint (double radius)
	Fix cylinder radius. More...

bool	MbSurfaceFitToGridParameters::AddSphereRadiusConstraint (double radius)
	Fix sphere radius. More...

bool	MbSurfaceFitToGridParameters::AddConeAngleConstraint (double angle)
	Fix cone angle. More...

bool	MbSurfaceFitToGridParameters::AddTorusRadiiConstraint (double majorRadius, double minorRadius)
	Fix torus radii. More...

MbResultType	MbSurfaceFitToGridParameters::SetFitConstraintXYW (MbeSpaceType typeSurface, MbeDimensionalConstraintType typeDim, const MbConstraintFixedValues &fixedValues, const MbPlacement3D &place)
	Set the XYW-constraint. More...

MbResultType	MbSurfaceFitToGridParameters::SetFitConstraintZ (MbeSpaceType typeSurface, MbeDimensionalConstraintType typeDim, const MbConstraintFixedValues &fixedValues, const MbPlacement3D &place)
	Set the Z-constraint. More...

MbResultType	MbSurfaceFitToGridParameters::SetFitConstraintXYZ (MbeSpaceType typeSurface, MbeDimensionalConstraintType typeDim, const MbConstraintFixedValues &fixedValues, const MbPlacement3D &place)
	Set the XYZ-constraint. More...

MbResultType	MbSurfaceFitToGridParameters::SetFitConstraintZW (MbeSpaceType typeSurface, MbeDimensionalConstraintType typeDim, const MbConstraintFixedValues &fixedValues, const MbPlacement3D &place)
	Set the ZW-constraint. More...

Functions of triangulation.
virtual void	MbGrid::AddColor (float r, float g, float b, float a)=0
	Add color as an additional information of point (0 <= r,g,b,a <= 1). More...

Position constraints.
bool	MbSurfaceFitConstraint::AddAxisConstraint (const MbVector3D &direction, double angle=0.)
	Add an axis constraint. More...

void	MbSurfaceFitConstraint::AddCoaxialConstraint (const MbAxis3D &axis)
	Add a coaxial constraint. More...

Dimensional constraints.
bool	MbSurfaceFitConstraint::AddCylinderRadiusConstraint (double radius)
	Fix cylinder radius. More...

bool	MbSurfaceFitConstraint::AddSphereRadiusConstraint (double radius)
	Fix sphere radius. More...

bool	MbSurfaceFitConstraint::AddConeAngleConstraint (double angle)
	Fix cone angle. More...

bool	MbSurfaceFitConstraint::AddTorusRadiiConstraint (double majorRadius, double minorRadius)
	Fix torus radii. More...

Detailed Description

Enumeration Type Documentation

◆ MbeSurfReconstructMode

enum MbeSurfReconstructMode

Surface reconstruction mode.

Enumerator
srm_All	Build all surfaces.
srm_NoGrids	Not build surfaces based on triangulation.
srm_CanonicOnly	Build elementary surfaces only.
srm_Default	Default mode.

◆ MbeCreateBRepMode

enum MbeCreateBRepMode

BRep creation mode.

Enumerator
cbm_Strict	Adjancent faces have a common edge.
cbm_Weak	All edges of each face are a boundary edges.
cbm_Default	Default mode.

◆ MbePrimitiveType

enum MbePrimitiveType

Types of primitives.

Get type of primitive of polygonal object.

Enumerator
pt_Apex3D	Apex.
pt_ExactApex3D	Apex on double data.
pt_FloatApex3D	Apex on float data.
pt_Polygon3D	Polygon.
pt_ExactPolygon3D	Polygon on double data.
pt_FloatPolygon3D	Polygon on float data.
pt_Grid	Triangulation.
pt_ExactGrid	Triangulation on double data.
pt_FloatGrid	Triangulation on float data.

◆ MbeMoveType

enum MbeMoveType

Motion direction.

Enumerator
mt_Forward	Forward.
mt_Backward	Backward.

◆ MbeRejectOutliersType

enum MbeRejectOutliersType

Outliers rejection mode for surface fitting.

Enumerator
rot_NoReject	No outliers rejection.
rot_Sigma	Reject outliers by N*sigma criterion.
rot_Percent	Reject outliers by percent criterion.
rot_MaxDistance	Reject outliers by maximum distance criterion.

◆ MbeCurveFitType

enum MbCurveFitParametersBase::MbeCurveFitType

Type of a curve to be fit.

Enumerator
cft_Undef	Undefined.
cft_Line	Line.
cft_Circle	Circle.
cft_Ellipse	Ellipse.

◆ MbeSegmentationCriterion

enum MbeSegmentationCriterion

strong

A criterion for segmenting a polygonal object.

Enumerator
openBoundary	Open boundary criterion.
sharpEdges	Sharp edges criterion.
curvature	Curvature criterion.

Function Documentation

◆ Create()

static MbMeshProcessor* MbMeshProcessor::Create ( const MbCollection & collection )

static

Create mesh processor by collection.

Create mesh processor by collection. User must delete created object.

Parameters

[in] collection - Input collection containing triangle mesh.

Returns: Returns pointer to created object.

◆ SetRelativeTolerance()

virtual void MbMeshProcessor::SetRelativeTolerance ( double tolerance )

pure virtual

Set relative tolerance.

Set relative tolerance by current mesh box.

Parameters

[in] tolerance - Relative tolerance to set.

◆ SetTolerance()

virtual void MbMeshProcessor::SetTolerance ( double tolerance )

pure virtual

Set tolerance.

Set tolerance of surface reconstruction and segments extension. Method should be called before call to SegmentMesh. Default tolerance is 0.1.

Parameters

[in] tolerance - Tolerance to set.

◆ GetTolerance()

virtual double MbMeshProcessor::GetTolerance ( ) const

pure virtual

Get tolerance.

Get current tolerance used in surface reconstruction and segments extension.

Returns: Returns absolute tolerance.

◆ SetReconstructionMode()

virtual void MbMeshProcessor::SetReconstructionMode ( MbeSurfReconstructMode mode )

pure virtual

Set the surfaces reconstruction mode.

Set types of surfaces which will be generated on segments. The surfaces of unsupoprted type will not be built.

Parameters

[in] mode - Surface reconstruction mode.

◆ SetBrepCreationMode()

virtual void MbMeshProcessor::SetBrepCreationMode ( MbeCreateBRepMode mode )

pure virtual

Set the BRep creation mode.

Set connectivity type of faces of resultant BRep model.

Parameters

[in] mode - BRep creation mode.

◆ SetUseMeshSmoothing()

virtual void MbMeshProcessor::SetUseMeshSmoothing ( bool useSmoothing )

pure virtual

Set flag to use smoothing of input mesh.

Set flag to use smoothing of input mesh. If the flag set to true, then run smoothing of input mesh before main segmentation algorithm start. It is recommended to use mesh smoothing on inexact meshes, e.g. meshes obtained by scanning.

Parameters

[in] useSmoothing - The flag to use smoothing of input mesh. Default false.

◆ GetSimplifiedMesh()

virtual const MbCollection& MbMeshProcessor::GetSimplifiedMesh ( )

pure virtual

Get fixed (simplified) copy of the input mesh.

Get fixed copy of the input mesh. All further operations of MbMehsProcessor are performed for simplified mesh: curvature calculation, segmentation, shell creation. All indices in the output of these operations corresponds to indices of vertices and triangles of the simplified mesh returned from this function.

Returns: Returns a fixed version of the input mesh.

◆ GetSegmentedMesh()

virtual const MbCollection& MbMeshProcessor::GetSegmentedMesh ( )

pure virtual

Get segmented copy of the input mesh.

Get segmented copy of the input mesh. All further operations of MbMehsProcessor are performed for simplified mesh: curvature calculation, segmentation, shell creation. Segmentation is stored inside collection.

Returns: Returns a segmented version of the input mesh.

◆ CalculateCurvatures()

virtual const std::vector<MbCurvature>& MbMeshProcessor::CalculateCurvatures ( )

pure virtual

Calculate the principal curvatures and principal curvature directions at mesh points.

Returns: Returns principal curvatures and principal curvature directions at mesh points.

◆ SegmentMesh()

virtual MbResultType MbMeshProcessor::SegmentMesh ( bool createSurfaces = true )

pure virtual

Segment a polygonal mesh.

Perform segmentation of a polygonal mesh.

Returns: Returns operation result code.

Parameters

[in] createSurfaces - Create surfaces on segments or not.

◆ CreateBRepShell()

virtual MbResultType MbMeshProcessor::CreateBRepShell	(	MbFaceShell *&	pShell,
		bool	smoothBoundaryEdges,
		double	bondThresholdAngle
	)

pure virtual

Create shell.

Create BRep shell that represents input mesh model. Current segmentation is used. If segmentation is not computed yet, then automatic segmentation is performed (with default parameters).

Parameters

[out]	pShell	- The pointer to created shell.
[in]	smoothBoundaryEdges	- Smoothing flag of boundary edges.
[in]	bondThresholdAngle	- The treshold value of angle between two adjanced external edges of mesh (in radians).

Returns: Returns operation result code.

◆ FitSurfaceToSegment() [1/2]

virtual void MbMeshProcessor::FitSurfaceToSegment ( size_t idxSegment )

pure virtual

Fit surface to segment .

Recognize surface for mesh segment with a given index. Recognized surface is available through GetSegmentSurface method.

Parameters

[in] idxSegment - Index of a mesh segment.

◆ FitSurfaceToSegment() [2/2]

virtual void MbMeshProcessor::FitSurfaceToSegment	(	size_t	idxSegment,
		MbeSpaceType	surfaceType
	)

pure virtual

Fit surface of a given type to a segment.

Find surface of a given type approximating mesh segment with a given index. Recognized surface is available through GetSegmentSurface method.

Parameters

[in]	idxSegment	- Index of a mesh segment.
[in]	surfaceType	- Type of fitted surface.

◆ GetSegmentSurface()

virtual const MbSurface* MbMeshProcessor::GetSegmentSurface ( size_t idxSegment ) const

pure virtual

Get surface of segment.

Get surface that approximates segment. To fit surface use corresponding methods SegmentMesh or FitSurfaceToSegment.

Parameters

[in] idxSegment - Index of a mesh segment.

Returns: Returns pointer to segment surface if it exists, else - nullptr.

◆ SetSegmentSurface()

virtual MbSurface* MbMeshProcessor::SetSegmentSurface ( size_t idxSegment )

pure virtual

Set surface of segment.

Set surface that approximates segment. To fit surface use corresponding methods SegmentMesh or FitSurfaceToSegment.

Parameters

[in] idxSegment - Index of a mesh segment.

Returns: Returns pointer to segment surface if it exists, else - nullptr.

◆ ResetSegmentation()

virtual void MbMeshProcessor::ResetSegmentation ( )

pure virtual

Reset segmentation of the polygonal mesh.

Reset segmentation of the polygonal mesh stored inside MbMeshProcessor.

◆ FindShortestVertexPath()

virtual bool MbMeshProcessor::FindShortestVertexPath	(	uint	v1,
		uint	v2,
		std::vector< uint > &	path
	)

pure virtual

Find shortest path between two vertices.

Find shortest path between two vertices. The path should pass through collection vertices and edges.

Parameters

[in]	v1	- The index of first vertex.
[in]	v2	- The index of second vertex.
[out]	path	- The path from the first vertex to the second one. The array contains successive indices of path vertices.

Returns: Returns operation result code.

◆ ConvertMeshToShell()

MbResultType ConvertMeshToShell	(	MbMesh &	mesh,
		MbFaceShell *&	shell,
		const MbMeshProcessorValues &	params = `MbMeshProcessorValues()`
	)

Create shell from mesh with automatic surface reconstruction.

Create BRep shell that represents input mesh model. Algorithm automatically detect and reconstruct faces based on elementary surfaces (plane, cylinder, sphere, cone, torus).

Parameters

[in]	mesh	- The input mesh.
[out]	shell	- The pointer to created shell.
[in]	params	- Parameters of BRep shell construction.

Returns: Returns operation result code.

◆ ConvertCollectionToShell()

MbResultType ConvertCollectionToShell	(	MbCollection &	collection,
		MbFaceShell *&	shell,
		const MbMeshProcessorValues &	params = `MbMeshProcessorValues()`
	)

Create shell from collection with automatic surface reconstruction.

Create BRep shell that represents input mesh model from collection. Algorithm automatically detect and reconstruct faces based on elementary surfaces (plane, cylinder, sphere, cone, torus).

Parameters

[in]	collection	- The input collection.
[out]	shell	- The pointer to created shell.
[in]	params	- Parameters of BRep shell construction.

Returns: Returns operation result code.

◆ FitCurve() [1/2]

MbResultType FitCurve	(	const MbCurveFitParameters &	params,
		MbCurveFitResults &	results
	)

Fit the curve into point set.

Fit a curve of a given type into the point set.

Parameters

[in]	params	- The fitting parameters.
[out]	results	- Results of curve fitting.

Returns: Returns operation result code.

◆ FitCurve() [2/2]

MbResultType FitCurve	(	const MbCurveFitParameters3D &	params,
		MbCurveFitResults3D &	results
	)

Fit the curve into point set.

Fit a curve of a given type into the point set.

Parameters

[in]	params	- The fitting parameters.
[out]	results	- Results of curve fitting.

Returns: Returns operation result code.

◆ CalculateMesh()

MbResultType CalculateMesh	(	const MbItem &	item,
		const MbStepData &	stepData,
		const MbFormNote &	note,
		MbMesh &	mesh
	)

Build polygonal copy of an object.

Build a polygonal copy of the object that is represented by polygons or/and fasets.

Parameters

[in]	item	- The model geometric object.
[in]	stepData	- Data for еру step calculation for polygonal object.
[in]	note	- Way for polygonal object constructing.
[in,out]	mesh	- The builded polygonal object.

Returns: Returns operation result code.

◆ CalculateWire()

void CalculateWire	(	const MbPlaneItem &	obj,
		const MbPlacement3D &	plane,
		double	sag,
		MbMesh &	mesh
	)

Create a polygonal two-dimensional object.

Create a polygonal object for two-dimensional object in the XOY-plane of the local coordinate system.

Parameters

[in]	obj	- Two-dimensional object (if nullptr, object isn't created).
[in]	plane	- A local coordinate system.
[in]	sag	- The maximum deviation of polygonal object from the original object by sag.
[out]	mesh	- Polygonal object.

◆ CreateIcosahedron()

MbResultType CreateIcosahedron	(	const MbPlacement3D &	place,
		double	radius,
		const MbFormNote &	fn,
		MbMesh *&	result
	)

Construct an icosahedron mesh.

Parameters

[in]	place	- Local placement.
[in]	radius	- The radius of the sphere.
[in]	fn	- Way for polygonal object constructing.
[out]	result	- The resulting mesh.

Returns: Returns operation result code.

◆ CreateBoxMesh()

MbResultType CreateBoxMesh	(	const MbMatrix3D &	trans,
		SPtr< MbMesh > &	result
	)

Construct a parallepiped mesh.

Construct an oriented box in the mesh representation. If the matrix 'trans' is identity then the result of the call will be an unit cube. In general, the matrix contains a translation and rotation that positions the cube relative to the origin. The sizes of the parallelepiped are specified by the scaling factors of the matrix along the eigen axes of the LCS of the parallelepiped.

Note: The rotational componet of the matrix should be nondegenerate and ortogonal. The scaling component specifies the box sizes.

Parameters

[in]	trans	- The matrix specifying a postion, orientation and sizes of the box sides.
[out]	result	- The resulting mesh.

Returns: Returns operation result code.

◆ CreateBoxWire()

MbResultType CreateBoxWire	(	const MbMatrix3D &	trans,
		SPtr< MbMesh > &	result
	)

Construct an parallepiped wireframe.

The function makes the wireframe of the oriented box by the same rules as CreateBoxMesh.

◆ MakeSpaceWireFrame()

void MakeSpaceWireFrame	(	const MbItem &	item,
		RPArray< MbCurve3D > &	wire,
		bool	isVisibleOnly = `false`
	)

Create a spatial wireframe by a mesh.

Parameters

[in]	item	- The mesh.
[out]	wire	- A spatial wireframe by a mesh.
[in]	isVisibleOnly	- If true only visible mesh polygons are processed.

◆ MakePlaneWireFrame() [1/2]

void MakePlaneWireFrame	(	const MbItem &	item,
		const MbPlacement3D &	place,
		RPArray< MbCurve3D > &	wire
	)

Create a planar wireframe by a mesh.

Parameters

[in]	item	- The mesh.
[in]	place	- The local coordinate system.
[out]	wire	- A spatial wireframe by a mesh.

◆ MakePlaneVistaWireFrame() [1/2]

void MakePlaneVistaWireFrame	(	const MbItem &	item,
		const MbPlacement3D &	place,
		const MbCartPoint3D &	vista,
		RPArray< MbCurve3D > &	wire
	)

Create a planar wireframe by a mesh in perspective.

Parameters

[in]	item	- The mesh.
[in]	place	- The local coordinate system.
[in]	vista	- The observation point .
[out]	wire	- A spatial wireframe by a mesh.

◆ MakePlaneWireFrame() [2/2]

void MakePlaneWireFrame	(	const MbItem &	item,
		const MbPlacement3D &	place,
		RPArray< MbCurve > &	wire
	)

Create a planar wireframe by a mesh.

Parameters

[in]	item	- The mesh.
[in]	place	- The local coordinate system.
[out]	wire	- A spatial wireframe by a mesh.

◆ MakePlaneVistaWireFrame() [2/2]

void MakePlaneVistaWireFrame	(	const MbItem &	item,
		const MbPlacement3D &	place,
		const MbCartPoint3D &	vista,
		RPArray< MbCurve > &	wire
	)

Create a planar wireframe by a mesh in perspective.

Parameters

[in]	item	- The mesh.
[in]	place	- The local coordinate system.
[in]	vista	- The observation point .
[out]	wire	- A spatial wireframe by a mesh.

◆ CreateSpherePolyhedron()

MbResultType CreateSpherePolyhedron	(	const MbPlacement3D &	place,
		double	radius,
		double &	epsilon,
		MbMesh *&	result
	)

Construct an spherical mesh.

Construct an approximation of the sphere by a convex polyhedron.

Parameters

[in]	place	- Local placement.
[in]	radius	- The radius of the sphere.
[in]	epsilon	- The approximation parameter.
[out]	result	- The resulting mesh.

Returns: Returns operation result code.

◆ CreateConvexPolyhedron() [1/6]

MbResultType CreateConvexPolyhedron	(	const SArray< MbFloatPoint3D > &	points,
		MbMesh *&	result
	)

Calculate a convex hull of a point set.

Calculate mesh being a convex hull of a point set.

Parameters

[in]	points	- Point array.
[out]	result	- The resulting triangulation convex grid.

Returns: Returns operation result code.

◆ CreateConvexPolyhedron() [2/6]

MbResultType CreateConvexPolyhedron	(	const std::vector< MbFloatPoint3D > &	points,
		MbMesh *&	result
	)

Calculate a convex hull of a point set.

Calculate mesh being a convex hull of a point set.

Parameters

[in]	points	- Point array.
[out]	result	- The resulting triangulation convex grid.

Returns: Returns operation result code.

◆ CreateConvexPolyhedron() [3/6]

MbResultType CreateConvexPolyhedron	(	const SArray< MbCartPoint3D > &	points,
		MbMesh *&	result
	)

Calculate a convex hull of a point set.

Calculate mesh being a convex hull of a point set.

Parameters

[in]	points	- Point array.
[out]	result	- The resulting triangulation convex grid.

Returns: Returns operation result code.

◆ CreateConvexPolyhedron() [4/6]

MbResultType CreateConvexPolyhedron	(	const std::vector< MbCartPoint3D > &	points,
		MbMesh *&	result
	)

Calculate a convex hull of a point set.

Calculate mesh being a convex hull of a point set.

Parameters

[in]	points	- Point array.
[out]	result	- The resulting triangulation convex grid.

Returns: Returns operation result code.

◆ CreateConvexPolyhedron() [5/6]

MbResultType CreateConvexPolyhedron	(	const MbMesh &	mesh,
		double	offset,
		MbMesh *&	result
	)

Construct the convex hull of triangulation grid.

Parameters

[in]	mesh	- Initial triangulated mesh.
[in]	offset	- The offset along a normal for the resulting grid.
[out]	resMesh	- The resulting triangulation convex grid.

Returns: Returns operation result code.

◆ CreateConvexPolygon()

MbResultType CreateConvexPolygon	(	const MbConvexHullParams &	params,
		MbConvexHullResults &	result
	)

Construct the convex hull of 2D points array.

Parameters

[in]	params	- Operation parameters.
[out]	result	- Operation result.

Returns: Returns operation result code.

◆ CreateConvexPolyhedron() [6/6]

MbResultType CreateConvexPolyhedron	(	const MbConvexHullParams3D &	params,
		SPtr< MbMesh > &	result
	)

Calculate a convex hull of a point set.

Calculate mesh being a convex hull of a point set.

Parameters

[in]	params	- Operation parameters.
[out]	result	- The resulting triangulation convex grid.

Returns: Returns operation result code.

◆ AreIntersectConvexPolyhedrons()

bool AreIntersectConvexPolyhedrons	(	const MbMesh &	mesh1,
		const MbMesh &	mesh2
	)

Whether there is intersection of convex grids.

Parameters

[in]	mesh1	- The first convex grid.
[in]	mesh2	- The second convex grid.

Returns: true - true - there is an intersection, false - there are no intersections.

◆ MeshCutting()

MbResultType MeshCutting	(	MbMesh &	mesh,
		MbeCopyMode	sameShell,
		const MbPlacement3D &	place,
		int	part,
		const MbSNameMaker &	names,
		bool	onlySection,
		MbMesh *&	result
	)

Cut a part of a polygonal object by a plane.

Cut a part of a polygonal object off by a plane XY of local coordinate system.
part = 1 - a part of polygonal object above the XY plane is to be retained.
part = -1 - a part of polygonal object below the XY plane is to be retained.

Parameters

[in]	mesh	- The source polygonal object.
[in]	sameShell	- The mode of copying of the source polygonal object.
[in]	place	- A cutting plane.
[in]	part	- The direction of cutting off.
[in]	names	- An object for naming the new objects.
[in]	onlySection	- The flag of the cutting off mode: false - cut as a solid, true - cut as a shell.
[out]	result	- The resultant polygonal object.

Returns: Returns operation result code.

◆ MeshSection()

MbResultType MeshSection	(	const MbMesh &	mesh,
		const MbPlacement3D &	place,
		c3d::SpaceCurvesSPtrVector &	polylines
	)

Create a section contour of a polygon figure.

Construct curves of the section of the mesh object lying on the XY plane of the local coordinate system.

Parameters

[in]	mesh	- The source polygonal object.
[in]	place	- A cutting plane.
[out]	polylines	- The resultant contours.

Returns: Returns operation result code.

◆ MeshMeshIntersection()

MbResultType MeshMeshIntersection	(	const MbMesh &	mesh1,
		const MbMesh &	mesh2,
		c3d::SpaceCurvesSPtrVector &	polylines
	)

Create an intersection contour of two polygon objects.

Parameters

[in]	mesh1	- The source polygonal object.
[in]	mesh1	- The source polygonal object.
[out]	polylines	- The result contours.

Returns: Returns operation result code.

◆ CalculateBallPivotingGrid()

MbResultType CalculateBallPivotingGrid	(	const MbCollection &	collection,
		double	radius,
		double	radiusMin,
		double	angle,
		MbMesh *&	result
	)

Build a triangulation by point cloud with Ball Pivoting algorithm.

Parameters

[in]	collection	- Collection of 3d elements.
[in]	radius	- Radius of the pivoting ball, if radius==0 an autoguess for the ball pivoting radius is attempted
[in]	radiusMin	- Clusterization radius ( % from radius value).
[in]	angle	- Max angle between two mesh faces
[out]	result	- The resultant polygonal object.

Returns: Returns operation result code.

◆ CalculateBoundingBox()

MbOrientedBox CalculateBoundingBox ( const MbMesh & mesh )

Calculate a volume-minimized oriented bounding box (OBB) containing a polygonal object.

Parameters

[in] mesh A polygonal mesh for witch the bounding volume is calculated.

Returns: Bounding box with orientation chosen for minimum bounding volume.

◆ RepairInconsistentMesh()

MbResultType RepairInconsistentMesh	(	const MbRepairInconsistentMeshParams &	params,
		MbMesh &	mesh
	)

Repair inconsistent orientation of mesh polygons with respect to each other.

Parameters

[in]	params	- Parameters of the operation
[in]	mesh	- The polygonal object.

Returns: Returns operation result code.

Warning: Under development.

◆ ConvertMeshToInstance()

MbResultType ConvertMeshToInstance	(	const c3d::ItemsSPtrVector &	meshContainer,
		const MbMeshToInstanceParams &	params,
		MbMeshToInstanceResults &	results
	)

Search an array of objects to replace repeating polygonal objects (MbMesh) with MbInstance, which are linked to the first in the set. It is recommended to use relative accuracy for large objects which size exceeds ~1e6.

Parameters

[in]	meshContainer	- The array of objects.
[in]	params	- Parameters of the operation
[out]	results	- Results of the operation. Contain the initial array, where instances instances replace repeatative meshes.

Returns: Returns operation result code.

◆ CheckMeshClosure()

bool CheckMeshClosure	(	const MbMesh &	mesh,
		MeshInfo &	info
	)

Check the object closeness and provide information about the boundary edges.

Parameters

[in]	mesh	- The polygonal object.
[out]	info	- A struct containing information about boundary edges (if the object is not closed).

Returns: Returns true the object is closed.

Warning: Under development.

◆ InspectMeshClosure()

bool InspectMeshClosure	(	const MbMesh &	mesh,
		MeshInfo &	info
	)

Check the object closeness and provide detailed information about boundaries.

Check the object closeness and provide detailed information about boundaries. An extended version of CheckMeshClosure.

Parameters

[in]	mesh	- The polygonal object.
[out]	info	- A struct containing information about boundaries., if the object is not closed.

Returns: Returns true the object is closed.

Warning: Under development.

◆ SimplifyTriangularMesh() [1/2]

MbResultType SimplifyTriangularMesh	(	const MbMesh &	mesh,
		const MbMeshSimplificationParams &	params,
		c3d::MeshesSPtrVector &	simplifiedMeshes
	)

Simplify triangulation.

Parameters

[in]	mesh	- The polygonal object.
[in]	params	- Simplifiation parameters.
[out]	simplifiedMeshes	- Vector of simplified triangulations.

◆ SimplifyTriangularMesh() [2/2]

MbResultType SimplifyTriangularMesh	(	const MbMeshSimplificationParams &	params,
		MbMesh &	mesh
	)

Simplify triangulation.

Simplify triangulation up to the first level from parameters.

Parameters

[in]	params	- Simplifiation parameters.
	[in-out]	mesh - The polygonal object.

◆ UnwrapMesh()

MbResultType UnwrapMesh	(	const MbMeshUnwrapParams &	params,
		MbMeshUnwrapResult &	results
	)

Construct a unwrapping the mesh on a plane.

Parameters

[in]	params	- The parameters. It is necessary to call method InitBaseMesh and (optionally) InitRemeshedMesh. If remeshed mesh exists, we will work on it, otherwise on base mesh.
[out]	results	- The operation result. Contains the copy of the mesh from parameters with filled 2D coordinates in according to unwrapped result.

Returns: Returns the operation result code.

Warning: Under development.

◆ CreatePolymeshByShell() [1/2]

MbResultType CreatePolymeshByShell	(	const MbShellLinearizationParams &	params,
		const MbFaceShell &	shell,
		MbPolymesh &	mesh
	)

Create the polymesh by the shell.

Create the polymesh by the shell. Creates mapping from segmentation edges to shell edges and from segmentation regions to shell faces. Any operations that change segmentation topology will lead to invalid mapping.

Parameters

[in]	params	- The parameters.
[in]	shell	- The shell.
[in,out]	mesh	- The polymesh.

Returns: Returns the operation result code, rt_Success if polymesh has been created.

Warning: Under development.

◆ CreatePolymeshByShell() [2/2]

MbResultType CreatePolymeshByShell	(	const MbShellLinearizationParams &	params,
		const MbFaceShell &	shell,
		MbPolymesh &	mesh,
		MbShellLinearizationResults &	results
	)

Create the polymesh by the shell.

Create the polymesh by the shell. Creates mapping from segmentation edges to shell edges and from segmentation regions to shell faces. Any operations that change segmentation topology will lead to invalid mapping. The results contain the indices of unlinearized faces.

Parameters

[in]	params	- The parameters.
[in]	shell	- The shell.
[in,out]	mesh	- The polymesh.
[out]	results	- The results.

Returns: Returns the operation result code, rt_Success if polymesh has been created.

Warning: Under development.

◆ GetConnectedFacetGroups()

void GetConnectedFacetGroups	(	const MbPolymesh &	mesh,
		const c3d::IndicesVector &	facets,
		std::vector< c3d::IndicesVector > &	groups
	)

Get connected groups from facets.

Parameters

[in]	mesh	- A polygonal object with topology.
[in]	facets	- Facet array.
[out]	groups	- Groups of connected facets.

Warning: Under development.

◆ GetConnectedRegionGroups()

void GetConnectedRegionGroups	(	const MbPolymesh &	mesh,
		const c3d::IndicesVector &	regions,
		std::vector< c3d::IndicesVector > &	groups
	)

Get connected groups from regions.

Parameters

[in]	mesh	- A polygonal object with topology.
[in]	regions	- Region array.
[out]	groups	- Groups of connected regions.

Warning: Under development.

◆ GetPolymeshRegions()

void GetPolymeshRegions	(	const MbPolymesh &	mesh,
		const MbHalfedgeBoundaryCriterionBase &	crit,
		std::vector< c3d::IndicesVector > &	facets
	)

Divide a polymesh into regions according to a given boundary criterion.

Parameters

[in]	mesh	- A polygonal object with topology.
[in]	crit	- Boundary criterion.
[out]	facets	- Groups of facets divided into regions.

Warning: Under development.

◆ GetPolymeshRegion()

void GetPolymeshRegion	(	const MbPolymesh &	mesh,
		const MbHalfedgeBoundaryCriterionBase &	crit,
		size_t	seed,
		c3d::IndicesVector &	facets
	)

Get the region containing a given facet according to a given boundary criterion.

Parameters

[in]	mesh	- A polygonal object with topology.
[in]	crit	- Boundary criterion.
[in]	seed	- A seed facet.
[out]	facets	- All the facets of a region.

Warning: Under development.

◆ GetPolymeshRegionBoundaries()

void GetPolymeshRegionBoundaries	(	const MbPolymesh &	mesh,
		const c3d::IndicesVector &	region,
		std::vector< c3d::IndicesVector > &	boundaries
	)

Get the boundary edges of a given region.

Parameters

[in]	mesh	- A polygonal object with topology.
[in]	region	- Facet array which forms a region.
[out]	boundaries	- Boundary edges of a region.

Warning: Under development.

◆ GetPolymeshOpenBoundaries()

void GetPolymeshOpenBoundaries	(	const MbPolymesh &	mesh,
		std::vector< c3d::IndicesVector > &	boundaries
	)

Get the open boundary edges of a polymesh.

Parameters

[in]	mesh	- A polygonal object with topology.
[out]	boundaries	- Arrays of open boundary edges.

Warning: Under development.

◆ GetSegmOpenBoundaries()

void GetSegmOpenBoundaries	(	const MbPolymesh &	mesh,
		std::vector< c3d::IndicesVector > &	boundaries
	)

Get open segmentation boundaries.

Parameters

[in]	mesh	- A polygonal object with topology.
[out]	boundaries	- Arrays of open boundary edges of a segmentation.

Warning: Under development.

◆ PolymeshSection()

MbResultType PolymeshSection	(	const MbPolymesh &	mesh,
		const MbPlacement3D &	place,
		c3d::SpaceCurvesSPtrVector &	polylines
	)

Create a section contour for a polygonal object.

Parameters

[in]	mesh	- A polygonal object with topology.
[in]	place	- A cutting plane.
[out]	polylines	- The resultant contours.

Warning: Under development.

◆ CutPolymeshByPlane()

bool CutPolymeshByPlane	(	const MbPlacement3D &	place,
		bool	bTriangulate,
		MbPolymesh &	mesh
	)

Cut the part of a polygonal object by a plane.

Parameters

[in]	place	- A cutting plane.
[in]	bTriangulate	- Should cut facets be triangulated.
[in,out]	mesh	- A polygonal object with topology.

Warning: Under development.

◆ ImprintOnPolymesh()

MbResultType ImprintOnPolymesh	(	const MbPolymeshImprintParams &	params,
		MbPolymesh &	mesh,
		MbPolymeshImprintResults &	results
	)

Imprint a 2D line or a plane on a polygonal object.

Parameters

[in]	params	- Imprinting parameters.
[in,out]	mesh	- A polygonal object with topology.
[out]	results	- Imprinting results.

Warning: Under development.

◆ CopyPolymeshPart()

void CopyPolymeshPart	(	const MbPolymesh &	mesh,
		const c3d::IndicesVector &	facets,
		MbPolymesh &	meshSub
	)

Copy the part of a polygonal object into another polygonal object.

Parameters

[in]	mesh	- An original polygonal object.
[in]	facets	- A polygonal object with topology.
[in,out]	meshSub	- A polygonal object in which data should be copied to.

Warning: Under development.

◆ IsPolymeshTriangulation()

bool IsPolymeshTriangulation ( const MbPolymesh & mesh )

Verify if polymesh is triangulation.

Parameters

[in] mesh - Polygonal object.

Returns: True if polymesh is triangulation, otherwise false.

◆ Remesh()

MbResultType Remesh	(	const MbRemeshParams &	params,
		MbPolymesh &	mesh
	)

Remesh a polygonal object.

Remesh a polygonal object. The polymesh must contains only triangle facets. For remeshing by curvature method a curvature attribute must be defined. Deletes curvature and normal attributes. If the polymesh has a shell as a parametric substrate, it will be used for a polymesh vertices projection.

Parameters

[in]	params	- The parameters.
[in,out]	mesh	- The polymesh.

Returns: Returns the operation result code, rt_Success if remeshing is successful.

Warning: Under development.

◆ CalculatePolymeshCurvatures()

MbResultType CalculatePolymeshCurvatures	(	const MbMeshCurvatureParams &	params,
		MbPolymesh &	mesh
	)

Calculates mesh curvatures.

Calculates mesh curvatures. Operation result is a curvature half edge attribute inserted into the original polymesh. If mesh has one it will be removed before caclulation.

Parameters

[in]	params	- The parameters.
[in,out]	mesh	- Polymesh.

Returns: Returns the operation result code, rt_Success if curvatures were calculated.

Warning: Under development.

◆ MergePolymeshes()

MbResultType MergePolymeshes	(	const MbPolymesh &	meshFrom,
		const MbMergePolymeshParams &	params,
		MbPolymesh &	meshTo
	)

Merge a polygonal object with another polygonal object.

Parameters

[in]	meshFrom	- A polygonal object, being copied into meshTo.
[in]	params	- Merging parameters.
	[in-out]	meshTo - A polygonal object, accumulating merged objects.

Returns: Returns the operation result code, rt_Success if the objects are successfully merged.

Warning: Under development.

◆ SmoothPolymesh()

MbResultType SmoothPolymesh	(	const MbMeshSmoothingParams &	params,
		MbPolymesh &	mesh
	)

Smooth a polygonal object using a set of input smoothing parameters.

Parameters

[in]	params	- Smoothing parameters.
	[in-out]	mesh - A polygonal object.

Returns: Returns the operation result code, rt_Success if the object is successfully smoothed.

Warning: Under development.

◆ ProjectPolylineOnPolymesh()

MbResultType ProjectPolylineOnPolymesh	(	MbPolymesh &	mesh,
		const MbPolylinePolymeshProjectParams &	params,
		MbPolylinePolymeshProjectResults &	results
	)

Project a polyline on a polygonal object.

Project a polyline on a polygonal object. In case of projecting a polyline's fragment inside a facet, it splits into new ones, so new edges are created.

Parameters

	[in-out]	mesh - A polygonal object being projected on.
[in]	params	- Parameters for projecting a polyline on a polymesh.
[out]	results	- Result of projecting a polyline on a polymesh.

Returns: Returns the operation result code, rt_Success if a polyline is successfully projected.

Warning: Under development.

◆ FillClosedCurve()

MbResultType FillClosedCurve	(	const MbFillClosedCurveParams &	params,
		MbPolymesh &	patch
	)

Fill a hole defined by a closed curve.

Parameters

[in]	params	- Filling parameters.
[out]	patch	- A patch.

Returns: Returns the operation result code.

Warning: Under development.

◆ FillPolymeshHole()

MbResultType FillPolymeshHole	(	const MbFillPolymeshHoleParams &	params,
		MbPolymesh &	mesh
	)

Fill a polygonal object hole.

Fill a polygonal object hole. Some inactive elements can appear during the operation. They can be explicitly removed by the DeleteInactive function afterwards.

Parameters

[in]	params	- Filling parameters.
	[in-out]	mesh - A polygonal object.

Returns: Returns the operation result code.

Warning: Under development.

◆ CalculatePolymeshNormals()

MbResultType CalculatePolymeshNormals	(	const MbPolymeshNormalsParams &	params,
		MbPolymesh &	mesh
	)

Calculate normal vectors at the vertices of a polygonal object.

Calculate normal vectors at the vertices of a polygonal object. As a result of the operation, the polygonal object will have a attribute with normals if it did not exist, and will be updated if it did.

Parameters

[in]	params	- Parameters for calculation of normal vectors.
	[in-out]	mesh - A polygonal object.

Returns: Returns the operation result code.

Warning: Under development.

◆ CutPolymeshByCurves()

MbResultType CutPolymeshByCurves	(	const MbCurvePolymeshProjectParams &	params,
		MbPolymeshProjectResults &	results,
		MbPolymesh &	mesh
	)

Cut a polygonal object by a set of curves.

Cut a polygonal object by a set of curves. Some inactive elements can appear during the operation. They can be explicitly removed by the DeleteInactive function afterwards.

Parameters

[in]	params	- Parameters for cutting a polymesh with a set of curves.
[out]	results	- Results of cutting a polymesh with a set of curves.
	[in-out]	mesh - A polygonal object being projected on.

Returns: Returns the operation result code, rt_Success if an operation is successful.

Warning: Under development.

◆ OffsetPolymeshPath()

MbResultType OffsetPolymeshPath	(	const MbPathPolymeshOffsetParams &	params,
		MbPolymeshProjectResults &	results,
		MbPolymesh &	mesh
	)

Offset polymesh edge paths.

Offset polymesh edge paths. Some inactive elements can appear during the operation. They can be explicitly removed by the DeleteInactive function afterwards.

Parameters

[in]	params	- Parameters for polymesh edge paths offsetting.
[out]	results	- Results of polymesh edge paths offsetting.
	[in-out]	mesh - A polygonal object.

Returns: Returns the operation result code, rt_Success if an operation is successful.

Warning: Under development.

◆ PolymeshBoolean()

MbResultType PolymeshBoolean	(	const MbPolymeshBooleanParams &	params,
		MbPolymeshBooleanResults &	results,
		MbPolymesh &	mesh0,
		MbPolymesh &	mesh1
	)

Boolean operation for two polygonal objects.

Boolean operation for two polygonal objects. Supports meshes with triangular facets only. The first polygonal object will contain the polymesh with boolean operation result. The second polygonal object will be invalid after operation.

Parameters

[in]	params	- The parameters.
[out]	results	- The results.
	[in-out]	mesh0 - The first polygonal object.
	[in-out]	mesh1 - The second polygonal object.

Returns: Returns operation result code.

Warning: Under development.

◆ CalculateHideMesh()

void CalculateHideMesh	(	const MbSurface &	surf,
		const MbVector3D &	eyeDir,
		double	sag,
		MbMesh *&	mesh,
		VERSION	version = `Math::DefaultMathVersion()`
	)

Calculate mesh.

Calculate mesh of array of surface silhouette curves.

◆ TriangulateRegion()

void TriangulateRegion	(	const MbRegion &	region,
		double	sag,
		MbPlanarGrid &	grid
	)

Triangulation of a two-dimensional region.

Triangulation of a two-dimensional region. 'region' region has to be correct (improper handling of incorrect ones)

◆ AddColor()

virtual void MbGrid::AddColor	(	float	r,
		float	g,
		float	b,
		float	a
	)

pure virtual

Add color as an additional information of point (0 <= r,g,b,a <= 1).

Warning: Values of color components should belong to the range [ 0; 1 ].

Implemented in MbFloatGrid, and MbExactGrid.

◆ AddAxisConstraint() [1/2]

bool MbSurfaceFitConstraint::AddAxisConstraint	(	const MbVector3D &	direction,
		double	angle = `0.`
	)

Add an axis constraint.

Add an axis constraint to a cylinder, cone, torus or plane. The axis of a primitive or plane normal will be collinear to a given direction by default. Besides there may be given a desired angle between the axis of a primitive or plane normal and a given direction from [0; П/2]. Fitting a plane with a normal, which is perpendicular to a given direction, implies an angle П/2. The function resets all previous axis constraints.

Parameters

[in]	direction	- Reference direction.
[in]	angle	- Angle between the axis of a primitive and a given direction.

Returns: Returns true, if an angle is correct, or false otherwise.

◆ AddCoaxialConstraint() [1/2]

void MbSurfaceFitConstraint::AddCoaxialConstraint ( const MbAxis3D & axis )

Add a coaxial constraint.

Add a coaxial constraint to a cylinder, cone, torus or sphere. A primitive will be fit with a given axis. If a sphere is fit, its center lies on a given axis. The function resets all previous axis constraints.

Parameters

[in] axis - Axis.

◆ AddCylinderRadiusConstraint() [1/2]

bool MbSurfaceFitConstraint::AddCylinderRadiusConstraint ( double radius )

Fix cylinder radius.

Fix cylinder radius. The value has to be positive.

Parameters

[in] radius - Cylinder radius.

Returns: Returns true, if a radius is correct, or false otherwise.

◆ AddSphereRadiusConstraint() [1/2]

bool MbSurfaceFitConstraint::AddSphereRadiusConstraint ( double radius )

Fix sphere radius.

Fix sphere radius. The value has to be positive.

Parameters

[in] radius - Sphere radius.

Returns: Returns true, if a radius is correct, or false otherwise.

◆ AddConeAngleConstraint() [1/2]

bool MbSurfaceFitConstraint::AddConeAngleConstraint ( double angle )

Fix cone angle.

Fix cone angle. The angle has to be from (0; П/2).

Parameters

[in] angle - Cone angle.

Returns: Returns true, if an angle is correct, or false otherwise.

◆ AddTorusRadiiConstraint() [1/2]

bool MbSurfaceFitConstraint::AddTorusRadiiConstraint	(	double	majorRadius,
		double	minorRadius
	)

Fix torus radii.

Fix torus radii. There may be fixed the major radius (_size1) or the minor radius (_size2) of a torus (one or both of them). The minor radius has to be positive (=0 - value is not fixed). The major radius may be negative if a torus is of "lemon" type (=0 - value is not fixed). The major radius (of centers) has to be greater than the opposite of the minor radius (of a tube): majorRadius>–minorRadius.

Parameters

[in]	majorRadius	- Major torus radius.
[in]	minorRadius	- Minor torus radius.

Returns: Returns true, if radii are correct, or false otherwise.

◆ InitializeXYW()

MbResultType MbSurfaceFitConstraint::InitializeXYW	(	MbeSpaceType	typeSurface,
		MbeDimensionalConstraintType	typeDim,
		const MbConstraintFixedValues &	fixedValues,
		const MbPlacement3D &	place
	)

Initialize the XYW-constraint (in case of validity).

Initialize the XYW-constraint. Translation along the OX и OY axes and rotation about the OZ axis of a local coordinate system are only allowed. For a plane, a cylinder, a cone or a torus there has to be fixed the zenith angle theta: the angle between an object's axis and the OZ axis of a given CS, has to belong to [0; П/2]. For a sphere there has to be fixed the Z coordinate of its center. For a torus there has to be fixed the Z coordinate of its directrix circle. There may be fixed some dimensional parameters of an object if necessary. The function resets all previous constraints (for example, having been set by "Add*Constraint").

Parameters

[in]	typeSurface	- Surface type.
[in]	typeDim	- Dimensional constraint type.
[in]	fixedValues	- Structure with fixed values of surface parameters.
[in]	place	- Local coordinate system.

Returns: Returns operation result code.

◆ InitializeZ()

MbResultType MbSurfaceFitConstraint::InitializeZ	(	MbeSpaceType	typeSurface,
		MbeDimensionalConstraintType	typeDim,
		const MbConstraintFixedValues &	fixedValues,
		const MbPlacement3D &	place
	)

Initialize the Z-constraint (in case of validity).

Initialize the Z-constraint. Translation along the OZ axis of a local coordinate system is only allowed. For a plane, a cylinder, a cone or a torus there have to be fixed:

the zenith angle theta: the angle between an object's axis and the OZ axis of a given CS, has to belong to [0; П/2],
the azimuthal angle phi: the angle between the projection of an object's axis onto the OXY plane and the OX axis of a given CS, has to belong to [0; 2П). For a cylinder, a cone or a torus there have to be fixed the X and Y coordinates of a point of an object's axis. For a sphere there have to be fixed the X and Y coordinates of its center. There may be fixed some dimensional parameters of an object if necessary. The function resets all previous constraints (for example, having been set by "Add*Constraint").
Parameters

[in] typeSurface - Surface type.

[in] typeDim - Dimensional constraint type.

[in] fixedValues - Structure with fixed values of surface parameters.

[in] place - Local coordinate system.

Returns
Returns operation result code.

◆ InitializeXYZ()

MbResultType MbSurfaceFitConstraint::InitializeXYZ	(	MbeSpaceType	typeSurface,
		MbeDimensionalConstraintType	typeDim,
		const MbConstraintFixedValues &	fixedValues,
		const MbPlacement3D &	place
	)

Initialize the XYZ-constraint (in case of validity).

Initialize the XYZ-constraint. Translation is only allowed (any rotation is forbidden). For a plane, a cylinder, a cone or a torus there have to be fixed:

the zenith angle theta: the angle between an object's axis and the OZ axis of a given CS, has to belong to [0; П/2],
the azimuthal angle phi: the angle between the projection of an object's axis onto the OXY plane and the OX axis of a given CS, has to belong to [0; 2П). There may be fixed some dimensional parameters of an object if necessary. The function resets all previous constraints (for example, having been set by "Add*Constraint").
Parameters

[in] typeSurface - Surface type.

[in] typeDim - Dimensional constraint type.

[in] fixedValues - Structure with fixed values of surface parameters.

[in] place - Local coordinate system.

Returns
Returns operation result code.

◆ InitializeZW()

MbResultType MbSurfaceFitConstraint::InitializeZW	(	MbeSpaceType	typeSurface,
		MbeDimensionalConstraintType	typeDim,
		const MbConstraintFixedValues &	fixedValues,
		const MbPlacement3D &	place
	)

Initialize the ZW-constraint (in case of validity).

Initialize the ZW-constraint. Translation along the OZ axis and rotation about the OZ axis of a local coordinate system are only allowed. For a plane, a cylinder, a cone or a torus there have to be fixed:

the zenith angle theta: the angle between an object's axis and the OZ axis of a given CS, has to belong to [0; П/2],
the initial azimuthal angle phi: the angle between the projection of an object's axis in the initial position onto the OXY plane and the OX axis of a given CS, has to belong to [0; 2П),
the distance between an object's axis the OZ axis of a given CS. For a sphere there has to be fixed the distance between its center and the OZ axis of a given CS. There may be fixed some dimensional parameters of an object if necessary. The function resets all previous constraints (for example, having been set by "Add*Constraint").
Parameters

[in] typeSurface - Surface type.

[in] typeDim - Dimensional constraint type.

[in] fixedValues - Structure with fixed values of surface parameters.

[in] place - Local coordinate system.

Returns
Returns operation result code.

◆ AddAxisConstraint() [2/2]

bool MbSurfaceFitToGridParameters::AddAxisConstraint	(	const MbVector3D &	direction,
		double	angle = `0.`
	)

inline

Add an axis constraint.

Add an axis constraint to a cylinder, cone, torus or plane. The axis of a primitive or plane normal will be collinear to a given direction by default. Besides there may be given a desired angle between the axis of a primitive or plane normal and a given direction from [0; П/2]. Fitting a plane with a normal, which is perpendicular to a given direction, implies an angle П/2. The function resets all previous axis constraints.

Parameters

[in]	direction	- Reference direction.
[in]	angle	- Angle between the axis of a primitive and a given direction.

Returns: Returns true, if an angle is correct, or false otherwise.

◆ AddCoaxialConstraint() [2/2]

void MbSurfaceFitToGridParameters::AddCoaxialConstraint ( const MbAxis3D & axis )

inline

Add a coaxial constraint.

Add a coaxial constraint to a cylinder, cone, torus or sphere. A primitive will be fit with a given axis. If a sphere is fit, its center lies on a given axis. The function resets all previous axis constraints.

Parameters

[in] axis - Axis.

◆ AddCylinderRadiusConstraint() [2/2]

bool MbSurfaceFitToGridParameters::AddCylinderRadiusConstraint ( double radius )

inline

Fix cylinder radius.

Fix cylinder radius. The value has to be positive.

Parameters

[in] radius - Cylinder radius.

Returns: Returns true, if a radius is correct, or false otherwise.

◆ AddSphereRadiusConstraint() [2/2]

bool MbSurfaceFitToGridParameters::AddSphereRadiusConstraint ( double radius )

inline

Fix sphere radius.

Fix sphere radius. The value has to be positive.

Parameters

[in] radius - Sphere radius.

Returns: Returns true, if a radius is correct, or false otherwise.

◆ AddConeAngleConstraint() [2/2]

bool MbSurfaceFitToGridParameters::AddConeAngleConstraint ( double angle )

inline

Fix cone angle.

Fix cone angle. The angle has to be from (0; П/2).

Parameters

[in] angle - Cone angle.

Returns: Returns true, if an angle is correct, or false otherwise.

◆ AddTorusRadiiConstraint() [2/2]

bool MbSurfaceFitToGridParameters::AddTorusRadiiConstraint	(	double	majorRadius,
		double	minorRadius
	)

inline

Fix torus radii.

Fix torus radii. There may be fixed the major radius (_size1) or the minor radius (_size2) of a torus (one or both of them). The minor radius has to be positive (=0 - value is not fixed). The major radius may be negative if a torus is of "lemon" type (=0 - value is not fixed). The major radius (of centers) has to be greater than the opposite of the minor radius (of a tube): majorRadius>–minorRadius.

Parameters

[in]	majorRadius	- Major torus radius.
[in]	minorRadius	- Minor torus radius.

Returns: Returns true, if radii are correct, or false otherwise.

◆ SetFitConstraintXYW()

MbResultType MbSurfaceFitToGridParameters::SetFitConstraintXYW	(	MbeSpaceType	typeSurface,
		MbeDimensionalConstraintType	typeDim,
		const MbConstraintFixedValues &	fixedValues,
		const MbPlacement3D &	place
	)

inline

Set the XYW-constraint.

Set the XYW-constraint. Translation along the OX и OY axes and rotation about the OZ axis of a local coordinate system are only allowed. For a plane, a cylinder, a cone or a torus there has to be fixed the angle theta between an object's axis and the OZ axis of a given coordinate system. The angle theta has to belong to [0; П/2]. For a sphere there has to be fixed the Z coordinate of its center. For a torus there has to be fixed the Z coordinate of its directrix circle. There may be fixed some dimensional parameters of an object if necessary. The function resets all previous constraints (for example, having been set by "Add*Constraint").

Parameters

[in]	typeSurface	- Surface type.
[in]	typeDim	- Dimensional constraint type.
[in]	fixedValues	- Structure with fixed values of surface parameters.
[in]	place	- Local coordinate system.

Returns: Returns operation result code.

◆ SetFitConstraintZ()

MbResultType MbSurfaceFitToGridParameters::SetFitConstraintZ	(	MbeSpaceType	typeSurface,
		MbeDimensionalConstraintType	typeDim,
		const MbConstraintFixedValues &	fixedValues,
		const MbPlacement3D &	place
	)

inline

Set the Z-constraint.

Set the Z-constraint. Translation along the OZ axis of a local coordinate system is only allowed. For a plane, a cylinder, a cone or a torus there have to be fixed:

the zenith angle theta: the angle between an object's axis and the OZ axis of a given CS, has to belong to [0; П/2],
the azimuthal angle phi: the angle between the projection of an object's axis onto the OXY plane and the OX axis of a given CS, has to belong to [0; 2П). For a cylinder, a cone or a torus there have to be fixed the X and Y coordinates of a point of an object's axis. For a sphere there have to be fixed the X and Y coordinates of its center. There may be fixed some dimensional parameters of an object if necessary. The function resets all previous constraints (for example, having been set by "Add*Constraint").
Parameters

[in] typeSurface - Surface type.

[in] typeDim - Dimensional constraint type.

[in] fixedValues - Structure with fixed values of surface parameters.

[in] place - Local coordinate system.

Returns
Returns operation result code.

◆ SetFitConstraintXYZ()

MbResultType MbSurfaceFitToGridParameters::SetFitConstraintXYZ	(	MbeSpaceType	typeSurface,
		MbeDimensionalConstraintType	typeDim,
		const MbConstraintFixedValues &	fixedValues,
		const MbPlacement3D &	place
	)

inline

Set the XYZ-constraint.

Set the XYZ-constraint. Translation is only allowed (any rotation is forbidden). For a plane, a cylinder, a cone or a torus there have to be fixed:

the zenith angle theta: the angle between an object's axis and the OZ axis of a given CS, has to belong to [0; П/2],
the azimuthal angle phi: the angle between the projection of an object's axis onto the OXY plane and the OX axis of a given CS, has to belong to [0; 2П). There may be fixed some dimensional parameters of an object if necessary. The function resets all previous constraints (for example, having been set by "Add*Constraint").
Parameters

[in] typeSurface - Surface type.

[in] typeDim - Dimensional constraint type.

[in] fixedValues - Structure with fixed values of surface parameters.

[in] place - Local coordinate system.

Returns
Returns operation result code.

◆ SetFitConstraintZW()

MbResultType MbSurfaceFitToGridParameters::SetFitConstraintZW	(	MbeSpaceType	typeSurface,
		MbeDimensionalConstraintType	typeDim,
		const MbConstraintFixedValues &	fixedValues,
		const MbPlacement3D &	place
	)

inline

Set the ZW-constraint.

Set the ZW-constraint. Translation along the OZ axis and rotation about the OZ axis of a local coordinate system are only allowed. For a plane, a cylinder, a cone or a torus there have to be fixed:

the zenith angle theta: the angle between an object's axis and the OZ axis of a given CS, has to belong to [0; П/2],
the initial azimuthal angle phi: the angle between the projection of an object's axis in the initial position onto the OXY plane and the OX axis of a given CS, has to belong to [0; 2П),
the distance between an object's axis the OZ axis of a given CS. For a sphere there has to be fixed the distance between its center and the OZ axis of a given CS. There may be fixed some dimensional parameters of an object if necessary. The function resets all previous constraints (for example, having been set by "Add*Constraint").
Parameters

[in] typeSurface - Surface type.

[in] typeDim - Dimensional constraint type.

[in] fixedValues - Structure with fixed values of surface parameters.

[in] place - Local coordinate system.

Returns
Returns operation result code.

Classes

Enumerations

Functions

Functions of triangulation.

Position constraints.

Dimensional constraints.

Detailed Description

Enumeration Type Documentation

◆ MbeSurfReconstructMode

◆ MbeCreateBRepMode

◆ MbePrimitiveType

◆ MbeMoveType

◆ MbeRejectOutliersType

◆ MbeCurveFitType

◆ MbeSegmentationCriterion

Function Documentation

◆ Create()

◆ SetRelativeTolerance()

◆ SetTolerance()

◆ GetTolerance()

◆ SetReconstructionMode()

◆ SetBrepCreationMode()

◆ SetUseMeshSmoothing()

◆ GetSimplifiedMesh()

◆ GetSegmentedMesh()

◆ CalculateCurvatures()

◆ SegmentMesh()

◆ CreateBRepShell()

◆ FitSurfaceToSegment() [1/2]

◆ FitSurfaceToSegment() [2/2]

◆ GetSegmentSurface()

◆ SetSegmentSurface()

◆ ResetSegmentation()

◆ FindShortestVertexPath()

◆ ConvertMeshToShell()

◆ ConvertCollectionToShell()

◆ FitCurve() [1/2]

◆ FitCurve() [2/2]

◆ CalculateMesh()

◆ CalculateWire()

◆ CreateIcosahedron()

◆ CreateBoxMesh()

◆ CreateBoxWire()

◆ MakeSpaceWireFrame()

◆ MakePlaneWireFrame() [1/2]

◆ MakePlaneVistaWireFrame() [1/2]

◆ MakePlaneWireFrame() [2/2]

◆ MakePlaneVistaWireFrame() [2/2]

◆ CreateSpherePolyhedron()

◆ CreateConvexPolyhedron() [1/6]

◆ CreateConvexPolyhedron() [2/6]

◆ CreateConvexPolyhedron() [3/6]

◆ CreateConvexPolyhedron() [4/6]

◆ CreateConvexPolyhedron() [5/6]

◆ CreateConvexPolygon()

◆ CreateConvexPolyhedron() [6/6]

◆ AreIntersectConvexPolyhedrons()

◆ MeshCutting()

◆ MeshSection()

◆ MeshMeshIntersection()

◆ CalculateBallPivotingGrid()

◆ CalculateBoundingBox()

◆ RepairInconsistentMesh()

◆ ConvertMeshToInstance()

◆ CheckMeshClosure()

◆ InspectMeshClosure()

◆ SimplifyTriangularMesh() [1/2]

◆ SimplifyTriangularMesh() [2/2]

◆ UnwrapMesh()

◆ CreatePolymeshByShell() [1/2]

◆ CreatePolymeshByShell() [2/2]

◆ GetConnectedFacetGroups()

◆ GetConnectedRegionGroups()

◆ GetPolymeshRegions()

◆ GetPolymeshRegion()

◆ GetPolymeshRegionBoundaries()

◆ GetPolymeshOpenBoundaries()

◆ GetSegmOpenBoundaries()

◆ PolymeshSection()

◆ CutPolymeshByPlane()