You can import a part and subsequently use the Repair toolset in the Part module to apply any repair operations that might be required to make the part usable by ABAQUS/CAE; see Chapter 47, The Repair toolset,” for more information. Alternatively, you can import a part and repair the part during the import process, as described in this section.
When you import a part, ABAQUS/CAE scans the contents of the file and displays a dialog box with a Name-Repair tabbed page that allows you to control the following:
Name
The name of the part.
Repair Options
For most of the file formats supported, ABAQUS/CAE automatically repairs the part during the import process. However, ABAQUS/CAE provides the following additional options when you are importing an ACIS-, IGES-, or a VDA-FS-format file:
Convert to analytical representation
Stitch gaps
Convert to precise representation
Topology
ABAQUS/CAE selects the topology—solid, shell, or wire—based on the entities that it finds in the file. In most cases you should accept the setting selected by ABAQUS/CAE. However, if the topology of the resulting part is not as expected, you can try importing the part again with a different topology selected. In addition, if you are importing an IGES-format file, you can click Entity List on the IGES Options tabbed page to examine the type of entities found in the file.
Part Filter
The following file formats can include several parts in a single file:
ACIS
CATIA V4
Elysium Neutral File (CATIA V5, I-DEAS, or Pro/ENGINEER)
Parasolid
STEP
In some cases when you import a solid part into ABAQUS/CAE, the geometry of the part contains additional edges and vertices that serve no purpose. The additional geometry splits faces into additional faces and edges into additional edges, resulting in unnecessary complexity. The additional geometry will influence your mesh unduly, and you should use the Repair toolset to remove the redundant edges and vertices. You can also use virtual topology in the Mesh module to combine small faces and edges and to ignore unnecessary vertices and edges; for more information, see Chapter 49, The Virtual Topology toolset.”