Colors are applied to geometrical elements depending on the following statuses:
Color | Meaning | Definition |
---|
| Under-defined | A tan under-defined constraint indicates that degrees of freedom remain available. The element can be moved, even partially, or along a single direction without impacting other constrained elements. |
| Well-defined | A green well-defined constraint indicates that there is no degree of freedom available and that the element is correctly constrained. The constraint values can be modified should a solution be possible. |
| Over-defined | A pink over-defined constraint indicates that there is a conflict of degrees of freedom and the element cannot be moved. Connected constraints cannot be complied with. |
| Fixed | A yellow fixed constraint indicates that the element is fixed, or locked, and cannot be modified. |
| Not Consistent | An orange constraint indicates that the values are not consistent and there is no solution is available for the current value of the constraint. |
Colorized elements can be:
- wires, including all lines and constrained vertices (if any)
- skins, all surfaces and constrained edges
- solids, all surfaces and constrained edges
The image below illustrates different colorized constraint networks: