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6.7.21 POLYLINESUB (r, p)
Creates a polyline defined by a subrange r of the vertices
of another polyline p.
r is a typeless node to which the lower and upper vertex numbers of the
subrange of the other polyline are connected,
p must be a polyline type node (see 6.7.20).
In the C++ class hierarchy the class created by the POLYLINE keyword is derived
from a general polyline class (see POLYLINE, 6.7.20),
so that it can be used at any places where a polyline is expected
(with the same number format and vertex type of course)
The following variations of this keyword exist (some of them
define the same internal structures, and are only defined to allow
consistent naming conventions):
Keyword |
numbers |
vertices |
POLYLINESUB |
float |
euclidian,3D |
POLYLINESUB2 |
float |
euclidian,2D |
POLYLINESUB_F |
float |
euclidian,3D |
POLYLINESUB2_F |
float |
euclidian,2D |
POLYLINESUB_D |
double |
euclidian,3D |
POLYLINESUB2_D |
double |
euclidian,2D |
|
|
|
POLYLINESUB_E2 |
float |
euclidian,2D |
POLYLINESUB_E3 |
float |
euclidian,3D |
POLYLINESUB_H2 |
float |
homogeneous,2D |
POLYLINESUB_H3 |
float |
homogeneous,3D |
|
|
|
POLYLINESUB_F_E2 |
float |
euclidean,2D |
POLYLINESUB_F_E3 |
float |
euclidean,3D |
POLYLINESUB_F_H2 |
float |
homogeneous,2D |
POLYLINESUB_F_H3 |
float |
homogeneous,3D |
|
|
|
POLYLINESUB_D_E2 |
double |
euclidean,2D |
POLYLINESUB_D_E3 |
double |
euclidean,3D |
POLYLINESUB_D_H2 |
double |
homogeneous,2D |
POLYLINESUB_D_H3 |
double |
homogeneous,3D |
Next: 6.7.22 TNURBSURF (t, s)
Up: 6.7 Keywords defining Geometric
Previous: 6.7.20 POLYLINE (v)
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2002-01-20