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system. Thus dihexagonal pyramids are produced with the general sign mPn, the chief peculiarity being that, whereas in the tetragonal system η might have any rational value from 1 to in the hexagonal system it can only vary from 1 to 2, in consequence of the geometric character of the figure. When n=2 the dihexagonal changes into an hexagonal pyramid of the second kind, whose sign is »iP2. When m is various prisms arise from similar
changes in the value of η ; and when m=0, the basal pina-coid.
Few hexagonal mineral species form perfect holohedric combinations. Though quartz and apatite appear as such,
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yet
properly the former is a tetartohedral, the latter a hem-ihedral
species. In holohedric species the predominant faces are usually those
of the two hexagonal prisms ooP and or of the pinacoid OP ; while the pyramids Ρ
and
2P2 are the most common subordinate forms. Figure 38 represents the
prism, bounded on the extremities by two pyramids ; one, P, forming the
point, the other 2P2, the rhombic faces on the angles, or Ρ . 2P2. In some
crystals the lateral edges of the prism are replaced by the
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