Portal logo
GEMS AND PRECIOUS STONES.                          43
Simple Forms of the Tetragonal System.
When the zircon is found crystallized it can hardly be mistaken for any other gem, as it crystallizes in this system.
In this system there are three axes, two of which are equal in length, the other may be either longer or shorter than these, this is the vertical or principal axis, the two equal ones are the lateral. All three axes are at right angles to each other.
Tetragonal pyramid.—This figure is bounded by eight isosceles triangles, these being more obtuse or acute as the principal axis is shorter or longer. The base of the pyramid is a square, and the figure is a combination of two of these pyramids as in the octahedron. Iu the holohedral forms there are two sets of figures depending on the position of the lateral axes; in the first they join the solid tetragonal angles, in the other, the centre of the lateral edges. It is easily seen that, if the faces of both these are developed in the same crystal, we haye eight angles, and our crystal will have become a diteiragonal pyramid—which figure is bounded by sixteen isosceles triangles, the base of the pyramids being octagonal.
Tetragonal prism.—This form is bounded by four equal rectangles, having two square basal planes to close the figure. There are also two forms in this, as in the pyramid, based upon the position of the lateral axes ; in one they join the centre of the rectangles, in the other the vertical edges. This is a common form of the zircon, but the figure is usually surmounted by pyramids instead of the basal planes. If faces of both orders are developed in the same crystal we obtain a ditetragonal prism—which figure is bounded by eight rectangular planes, and the basal plane will, of course, be octagonal.
There are two hemihedral forms, the tetragonal sphenoid, having four faces formed from the tetragonal pyramid by the development of alternate faces, and the tetragonal scalenohedron, having eight faces formed by the develop­ment of vertical alternate pairs of faces of the ditetragonal pyramid. These two forms are rarely met with except in combinations.
CHRYSOBERYL.
Crystalline system—Rhombic.
Hardness —8 5.
Specific gravity—3'5—381.
Lustre—Vitreous.
Cleavage—Parallel to the brachydome, less distinct parallel to the brachy-pinakoid.
Composition—Alumina and Glucina (Beryllia), BeO, Al203=Alumina 80'2, Glucina 198 per cent.
This gem has several varieties, known by characteristic names ; as the cymophane, which embraces the true cat's-eye, the Alexandrite, named after the Emperor of Russia, and the hard specimens called " Oriental chrysolite" by jewellers ; these are all chrysoberyls, and although differing in hue and physical appearance from each other, contain no essential differences in com­position. The hardness of chrysoberyl, together with its lustre and brilliancy, make it a desirable stone for ornamental purposes, as it has a hardness nearly equal to the sapphire, and its brilliancy approaches that of the diamond. It has a good range of colour, but the yellow and greenish-yellow specimens predominate, although white stones are occasionally found.