Euler angle space
By default the function plot plots orientations in the three dimensional Bunge Euler angle space
cs = crystalSymmetry('cubic')
ori = orientation.rand(100,cs);
plot(ori)
cs = crystalSymmetry
symmetry: m-3m
elements: 48
a, b, c : 1, 1, 1
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Note that the orientations are automatically projected into the fundamental region. In the case of cubic symmetry this means that the Euler angles \(\Phi\) and \(\phi_2\) are restricted to 90 degrees. If the orientations should be plotted at their specified Euler angles the option 'ignoreFundamentalRegion'
has to be used.
plot(ori,'ignoreFundamentalRegion')
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Axis angle space
Alternatively, orientations can be plotted in the three dimensional axis angle space.
plot(ori,'AxisAngle','markerEdgeColor',[0 0 0.8],'markerSize',8)
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The orientations are automatically projected into its fundamental region. Again, this can be switched off with the option 'ignoreFundamentalRegion'
.
plot(ori,'axisAngle','ignoreFundamentalRegion','markerEdgeColor',[0 0 0.8],'markerSize',8)
% visualize the fundamental region
hold on
oR = fundamentalRegion(ori.CS,ori.SS)
plot(oR,'color',[1 0.5 0.5]),
hold off
oR = orientationRegion
crystal symmetry: 432
max angle: 62.7994°
face normales: 14
vertices: 24
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