Definition from ISO/CD 10303-42:1992: The trimmed surface is a
simple bounded surface in which the boundaries are the constant parametric
lines u1 = u1, u2 = u2,
v1 = v1 and v2 = v2. All these values shall
be within the parametric range of the referenced surface. Cyclic properties of
the parameter range are assumed.
NOTE 1 For example, 370 degrees is equivalent to 10 degrees,
for those surfaces whose parametric form is defined using circular functions
(sine and cosine).
The rectangular trimmed surface inherits its parametrisation directly
from the basis surface and has parameter ranges from 0 to |u2
- u1| and 0 to
|v2-v1|.
NOTE 2 If the surface is closed in a given parametric
direction, the values of u2 or v2 may
require to be increased by the cyclic range.
NOTE Corresponding STEP name:
rectangular_trimmed_surface. Please refer to ISO/IS 10303-42:1994, p.86 for the
final definition of the formal standard.
HISTORY New class in IFC Release
2x.
Informal propositions:
- The domain of the trimmed surface shall be within the domain of the
surface being trimmed.