1
2
3
4
5 rotations = {
6 }
7
8 import math, Numeric
9 from mglutil.math.rotax import rotax
10
11 orig = Numeric.array( (0,0,0), 'f')
12 X = Numeric.array( (1,0,0), 'f')
13 Y = Numeric.array( (0,1,0), 'f')
14 Z = Numeric.array( (0,0,1), 'f')
15
16 for angle in [1, 5, 10, 30, 45, 90, 180]:
17 rotations['X'+str(angle)] = rotax( orig, X, angle*math.pi/180.)
18 rotations['X-'+str(angle)] = rotax( orig, X, -angle*math.pi/180.)
19
20 for angle in [1, 5, 10, 30, 45, 90, 180]:
21 rotations['Y'+str(angle)] = rotax( orig, Y, angle*math.pi/180.)
22 rotations['Y-'+str(angle)] = rotax( orig, Y, -angle*math.pi/180.)
23
24 for angle in [1, 5, 10, 30, 45, 90, 180]:
25 rotations['Z'+str(angle)] = rotax( orig, Z, angle*math.pi/180.)
26 rotations['Z-'+str(angle)] = rotax( orig, Z, -angle*math.pi/180.)
27