Geometry Analysis
Geometry is used in the generation of bodies. Geometry errors can cause errors in modeling, including topology errors. Geometry Analysis lists bodies or surfaces with geometry errors and groups them by error type. Repair geometry errors before attempting to repair topology errors.
Geometry errors |
|
Self-intersecting surfaces |
A surface that folds onto itself is considered a self-intersecting surface. Surfaces must be continuous and smooth without changing direction. |
Self-intersecting curves |
Curve data comprises lines, arcs, or splines. Curves must always be smooth without changing direction. Curves cannot reverse, twist, or intersect. |
Irregular curve |
Math data is inconsistent in the curve definition or a vector is zero. This error can occur when the approximating surface does not fit within the system tolerance of the defining surface in the neutral IGES or STEP file. |
Irregular surface |
The generated surface was approximated during translation and did not fit within system tolerances of the original surface in the neutral IGES or STEP file. Or, a point on the surface is not pointing in the same direction as the rest of the surface. These errors can occur if surfaces are twisted or collapse into a small area. |
Curve discontinuities |
Curve data comprises lines, arcs, or splines. Curves must be smooth without abruptly changing direction (g0) and cannot have an abrupt transition between curves. |
Surface discontinuities |
The normal direction or curvature of the surface changed abruptly. The error may be caused by disconnected geometry. Surfaces must be smooth and cannot have an abrupt change in direction (g0). |
Degenerate surface |
The points that comprise the surface are in an area that is too small. |
Singularity surface |
A point on the surface vector is poorly defined. The surface normal cannot be determined. |