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→Characteristic figures of uniaxial and biaxial minerals: Uniaxial fig cleanup; add figs |
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An interference figure produced looking straight down or close to the optic axis of a uniaxial mineral will show a characteristic 'Maltese' cross shape to its isogyres. If you are looking perfectly down the optic axis, the pattern will remain completely unchanging as the stage is rotated. However, if the viewing angle is slightly away from the optic axis, the centre of the cross will revolve/orbit around the central point as the stage is rotated. However, the form of the cross will stay constant as it moves.
[[File:Biaxial interference figures.jpg|thumb|center|upright=2.5|
The optic axis figure of a biaxial mineral is more complex. It will typically show a saddle-shaped figure (with one isogyre thicker than the other, typically) that will often morph into two curved isogyres (called brushes) with rotation of the stage. The difference in these curved isogyres is known as the ''optic angle'', or"2V". In minerals that have far-off-center optic axes, only one part of the above sequence may be seen. On either side of the saddle the interferences rings surround two eye like shapes called melanotopes. The closest bands are circles, but further out they become pear shaped with the narrow part pointing to the saddle. The larger bands surrounding the saddle and both melanotopes are figure 8 shaped.<ref name="hartshorne">{{cite book|last1=Hartshorne|first1=N. H.|last2=Stuart|first2=A.|title=Practical Optical Crystallography|year=1964|publisher=Edward Arnold|___location=London|pages=210–211}}</ref> By combining interference pattern microscopy with use of a [[sensitive tint plate]], the optic sign and optic angle can be determined together. This information can help both with mineral identification, and with interpreting the chemical composition of some minerals (for example, feldspars).
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