guide to thin section microscopy - Mineralogical Society of America
guide to thin section microscopy - Mineralogical Society of America
guide to thin section microscopy - Mineralogical Society of America
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Guide <strong>to</strong> Thin Section Microscopy<br />
Conoscopy<br />
Skiodrome sphere<br />
For the optically uniaxial mineral species, a net <strong>of</strong> longitudinal and latitudinal circles, which<br />
has rotational symmetry, forms the surface <strong>of</strong> the sphere (Fig. 4-49). The meridians (longitudes)<br />
represent the vibration directions <strong>of</strong> the E-waves and the circles <strong>of</strong> latitude the O-<br />
waves. The optic axis A is the rotation axis <strong>of</strong> the net.<br />
For the optically biaxial mineral species, the spherical surface consists <strong>of</strong> an arrangement <strong>of</strong><br />
two sets <strong>of</strong> cross-cutting ellipses with orthorhombic symmetry (Fig. 4-50). The optic axes A 1<br />
and A 2 emerge at the common foci <strong>of</strong> the ellipses. The symmetry planes <strong>of</strong> the net correspond<br />
<strong>to</strong> the principal <strong>section</strong>s ZX, ZY and YX.<br />
Skiodrome net (projected)<br />
For practical reasons, the part <strong>of</strong> the surface <strong>of</strong> the skiodrome sphere that is captured in the<br />
conoscopic cone <strong>of</strong> light rays as it emerges from a crystal <strong>section</strong>s is projected on<strong>to</strong> the <strong>thin</strong><br />
<strong>section</strong> plane (Fig. 4-49,50). The skiodrome nets and the corresponding interference figures<br />
for diagnostically important orientations <strong>of</strong> optically uniaxial and biaxial minerals are<br />
presented in Figs. 4-51 <strong>to</strong> 4-54.<br />
Interference figure<br />
In the interference figure, those domains are in extinction in which the vibration directions <strong>of</strong><br />
the waves are parallel <strong>to</strong> the polarizer and analyzer directions. [Analogy <strong>to</strong> the orthoscopic<br />
extinction position: light entering the crystal in such directions will vibrate exclusively E-W<br />
and hence will be blocked by the analyzer; N-S vibrating waves are not generated!]. The<br />
domains <strong>of</strong> extinction are called "isogyres". Their geometry is dependent on the optical<br />
symmetry and the orientation <strong>of</strong> the crystal, and it may change as the microscope stage is<br />
turned (Figs. 4-51 <strong>to</strong> 4-54).<br />
Raith, Raase & Reinhardt – February 2012<br />
The domains in which the vibration directions <strong>of</strong> the waves deviate from the polarizer and<br />
analyzer directions appear in different brightness and different interference colours. [Analogy<br />
<strong>to</strong> the orthoscopic diagonal position: the light entering the birefringent crystal plate in such<br />
directions is split in<strong>to</strong> two sets <strong>of</strong> orthogonally vibrating waves, which interfere afterwards in<br />
the analyzer]. Curved lines <strong>of</strong> equal colour (or equal retardation Γ) are called "isochromes".<br />
Their geometry depends on the optical symmetry and the orientation <strong>of</strong> the crystal (Fig. 4-<br />
51,53). The range <strong>of</strong> the colour spectrum, i.e. the number <strong>of</strong> isochromes, is determined by the<br />
birefringence values, the thickness <strong>of</strong> the crystal plate [Γ = d * (n z ' – n x ')] and the aperture <strong>of</strong><br />
the objective (Figs. 4-52 <strong>to</strong> 4-54).<br />
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