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6.7.15 POINTMATRIX (m)
Shows the columns and rows of a matrix of points m
as polylines.
m is a typeless node to which the rows of the
pointmatrix are connected.
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 |
POINTMATRIX |
float |
euclidian,3D |
POINTMATRIX_F |
float |
euclidian,3D |
POINTMATRIX_D |
double |
euclidian,3D |
|
|
|
POINTMATRIX_E2 |
float |
euclidian,2D |
POINTMATRIX_E3 |
float |
euclidian,3D |
POINTMATRIX_H2 |
float |
homogeneous,2D |
POINTMATRIX_H3 |
float |
homogeneous,3D |
|
|
|
POINTMATRIX_F_E2 |
float |
euclidean,2D |
POINTMATRIX_F_E3 |
float |
euclidean,3D |
POINTMATRIX_F_H2 |
float |
homogeneous,2D |
POINTMATRIX_F_H3 |
float |
homogeneous,3D |
|
|
|
POINTMATRIX_D_E2 |
double |
euclidean,2D |
POINTMATRIX_D_E3 |
double |
euclidean,3D |
POINTMATRIX_D_H2 |
double |
homogeneous,2D |
POINTMATRIX_D_H3 |
double |
homogeneous,3D |
Next: 6.7.16 POLYGON3 (p, c)
Up: 6.7 Keywords defining Geometric
Previous: 6.7.14 POINTS (v)
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2002-01-20