Cartesian Representation Matrices for Point Group D18h

Symmetry Element / Class: 9C'2
Character / Trace:-1.0000
Determinant:1.0000




Rotation Axis
1.00000.00000.0000
Rotation Angle
φ = 180.0°
Representation Matrix
1.00000.00000.0000
0.0000-1.00000.0000
0.00000.0000-1.0000
aaaaaaa
Rotation Axis
0.93970.34200.0000
Rotation Angle
φ = 180.0°
Representation Matrix
0.76600.64280.0000
0.6428-0.76600.0000
0.00000.0000-1.0000
aaaaaaa
Rotation Axis
0.76600.64280.0000
Rotation Angle
φ = 180.0°
Representation Matrix
0.17360.98480.0000
0.9848-0.17360.0000
0.00000.0000-1.0000
aaaaaaa
Rotation Axis
0.50000.86600.0000
Rotation Angle
φ = 180.0°
Representation Matrix
-0.50000.86600.0000
0.86600.50000.0000
0.00000.0000-1.0000



Rotation Axis
0.17360.98480.0000
Rotation Angle
φ = 180.0°
Representation Matrix
-0.93970.34200.0000
0.34200.93970.0000
0.00000.0000-1.0000
aaaaaaa
Rotation Axis
-0.17360.98480.0000
Rotation Angle
φ = 180.0°
Representation Matrix
-0.9397-0.34200.0000
-0.34200.93970.0000
0.00000.0000-1.0000
aaaaaaa
Rotation Axis
-0.50000.86600.0000
Rotation Angle
φ = 180.0°
Representation Matrix
-0.5000-0.86600.0000
-0.86600.50000.0000
0.00000.0000-1.0000
aaaaaaa
Rotation Axis
-0.76600.64280.0000
Rotation Angle
φ = 180.0°
Representation Matrix
0.1736-0.98480.0000
-0.9848-0.17360.0000
0.00000.0000-1.0000



Rotation Axis
-0.93970.34200.0000
Rotation Angle
φ = 180.0°
Representation Matrix
0.7660-0.64280.0000
-0.6428-0.76600.0000
0.00000.0000-1.0000



Last update July, 22nd 2019 by A. Gelessus, Impressum, Datenschutzerklärung/DataPrivacyStatement