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-
- SURFACE * surface
Compute the lengths of the boundary curves resp. the periods (if any) for
all model frames and inter using the same methods on
Geom2d (see 6.3.4.5).
-
- SURFACE * surface
Additional to the superclass methods described in section 7.4.1.8 these methods also handle the geometries domain,
gauss and conjugate. "reset-send" also deletes reflected
instances.
- GRAPE(surface, "universal")(method)
- SURFACE * surface
char * method
As the superclass method (see 7.4.1.8) display methods
are send to the inter instance but other methods are send to the
model instead of the geometry.
-
- SURFACE * surface
XLIST * xlist
INSTANCE * follow[3][3]
char pop_push[3][3]
Refer to section 5.4.7.3 for and explanation of
the "get-info" and "follow" methods.
"get-info" adds information about the * asso value and the
number of points and elements of the Geom2d instances of the
Surface geometries to the superclass data.
"follow" adds the domain (top right), model (right) and
conjugate (bottom right) geometries to the surface's
environment in the manager.
- GRAPE(surface, "find-pick")(v, u, w, obj, dist)
- SURFACE * surface
VEC3 v
double u, w
INSTANCE **obj
double * dist
"find-pick" allows to pick a point in the current inter
Chain of objects (if it doesn't exist * obj is set to
NULL), the object and point found are returned in obj and
v. This method uses "find-pick" on Scene (7.1.1.1) and Triang2d (6.3.1.4).
- GRAPE(surface, "debug")()
- SURFACE * surface
Interactive debugging for Surface instances: points or objects can
be picked with the mouse to get information about their coordinates, index,
and transformation.
- (CHAIN * ) GRAPE(surface, "get-bnd-curve")(chain)
- SURFACE * surface
CHAIN * chain
Extract the time-dependent boundaries from the surface's model
Geom2d instances and copy them to chain. chain is
returned, if it is NULL a new Chain instance is created.
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Previous: Surface Methods for Creating
SFB 256 Universität Bonn and IAM Universität Freiburg Copyright © by the Sonderforschungsbereich 256 at the Institut für Angewandte Mathematik,
Universität Bonn.