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Interface Summary
Interface |
Description |
Contour2D |
Contour2D groups a set of curve segments into a composite contour.
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ContourPolyline2D |
ContourPolyline2D defines a linear curve segment as part of a trimming contour in the u-v domain of a NURBS surface.
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CoordinateDouble |
CoordinateDouble builds geometry by defining a set of 3D coordinate (triplet) point values.
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NurbsCurve |
NurbsCurve is a 3D curve analogous to NurbsPatchSurface.
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NurbsCurve2D |
NurbsCurve2D defines a trimming segment that is part of a trimming contour in the u-v domain of a surface.
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NurbsOrientationInterpolator |
NurbsOrientationInterpolator describes a 3D NURBS curve and outputs interpolated orientation values.
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NurbsPatchSurface |
NurbsPatchSurface defines a contiguous 3D Non-Uniform Rational B-Spline (NURBS) surface.
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NurbsPositionInterpolator |
NurbsPositionInterpolator describes a 3D NURBS curve and outputs interpolated position values.
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NurbsSet |
NurbsSet collects a set of NurbsSurface nodes into a common group and treats NurbsSurface set as a unit during tessellation, thereby enforcing tessellation continuity along borders.
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NurbsSurfaceInterpolator |
NurbsSurfaceInterpolator describes a 3D NURBS curve and outputs interpolated position and normal values.
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NurbsSweptSurface |
NurbsSweptSurface contains a crossSectionCurve and a trajectoryCurve [NurbsCurve].
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NurbsSwungSurface |
NurbsSwungSurface contains a profileCurve and a trajectoryCurve [X3DNurbsControlCurveNode].
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NurbsTextureCoordinate |
NurbsTextureCoordinate describes a 3D NURBS surface in the parametric domain of its surface host, specifying mapping of texture onto the surface.
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NurbsTrimmedSurface |
NurbsTrimmedSurface generates texture coordinates from a Non-Uniform Rational B-Spline (NURBS) surface.
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X3DNurbsControlCurveNode |
Base type for all nodes that provide control curve information in 2D space.
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X3DNurbsSurfaceGeometryNode |
Abstract geometry type for all types of NURBS surfaces.
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X3DParametricGeometryNode |
Base type for all geometry node types that are created parametrically and use control points to describe the final shape of the surface.
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