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Version : 2023.4
Update date : 2023-09-29
- Enables accurate and convenient 3D CAD data transfer from Catia V4 to OpenCascade.
- Does NOT require a license of CatiaV4.
- Provides a function to be called (C++) in an OpenCascade based application.
- Converts CAD files : *.model, *.dlv, *.dlv3, *.exp, *.session files.
- Gets solid, surfacic, wireframe models, assemblies of them.
- Access to graphic attributes (colors, layers, visibility) and names of items.
By downloading this product, you will install CrossManager, in order to test easily our OpenCASCADE converters. After your tests, we will give you access to our import libraries for OpenCASCADE.
(CATIA V4: 4.15 to 4.24) (Open CASCADE: 6.2.0 to 7.6.0)
CATIA V4 3D to Open CASCADE mapping | ||||
---|---|---|---|---|
Module | Type | Input | Output | Remarks |
Assembly | Assembly | Assembly | Assembly | |
Assembly Info | Assembly Info | |||
Attributes | Attribute | Color | Color | |
Layer | Layer | |||
Name | Name | |||
Visibility | Visibility | |||
Drawing | Drawing | Circle | Nurbs | |
Geometry | Surface | Bspline Surface | Bspline Surface | |
Cone | Cone | |||
Cylinder | Cylinder | |||
Face | Face | |||
Fillet | Bspline Surface | |||
Linear Extrusion | Linear Extrusion | |||
Nurbs Surface | Nurbs Surface | |||
Offset Surface | Offset Surface | |||
Parametric Surface | Surface | |||
Plane | Plane | |||
Revolution | Revolution | |||
Ruled | Bspline Surface | |||
Sphere | Sphere | |||
Surface | Surface | |||
Toroidal | Toroidal | |||
Topology | Edge | Edge | ||
Face | Face | |||
Loop | Loop | |||
Mock up solid | Body | |||
Skin | Body | |||
Skin | Skin | |||
Skind | Body | |||
Solid | Body | |||
Solid | Solid | |||
Vertex | Vertex | |||
Volume | Body | |||
Volume | Volume | |||
Wireframe | Circle | Circle | ||
Composite Curve | Composite Curve | |||
Curve | Curve | |||
Ellipse | Ellipse | |||
Hyperbola | Hyperbola | |||
Line | Line | |||
Nurbs | Nurbs | |||
Parabola | Parabola | |||
Point | Point | |||
Polyline | Polyline | |||
Set of points | Set of points | |||
Spline | Spline | |||