A Treatise On Crystallography
A Treatise On Crystallography
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107. The hemihedral form with parallel faces ir\h k 0} is bounded by the alternate faces of \hkQ}, the normals to which make right angles with each other, 108. The form {h 1} (fig. 43) has eight faces.
I a tan ^ L - -, cos F = (sin ^L) 2 . H/ c 109. In the hemihedral form with inclined faces K {h /} (fig. 44), Z, F= 180- F.
110. The form {h h l\ (fig. 45) has eight faces.
tan 1L = - - cos 45, cos K = (sin i) ? . H, c 111. In the hemihedral form with inclined faces x{h h l\ (fig. 46), 112. Let P... 9 Q be two adjacent poles of either of the forms {hhl} 9 {pOr} 9 equidistant from Z 9 the pole of (0 l) ; 51 and let the arc of the zone-circle joining P, Q, contain S, a pole of the other form. Then SZ bisects the right angle PZQ, and the angle PSZ is a right angle, 113. The form {h k 1} (fig. 4-7) has sixteen faces.
* k Id If tan
What to read after A Treatise On Crystallography?
You can find similar books in the "Read Also" column, or choose other free books by W H William Hallowes Miller to read onlineMoreLess
To quickly assess the difficulty of the text, read a short excerpt:
107. The hemihedral form with parallel faces ir\h k 0} is bounded by the alternate faces of \hkQ}, the normals to which make right angles with each other, 108. The form {h 1} (fig. 43) has eight faces.
I a tan ^ L - -, cos F = (sin ^L) 2 . H/ c 109. In the hemihedral form with inclined faces K {h /} (fig. 44), Z, F= 180- F.
110. The form {h h l\ (fig. 45) has eight faces.
tan 1L = - - cos 45, cos K = (sin i) ? . H, c 111. In the hemihedral form with inclined faces x{h h l\ (fig. 46), 112. Let P... 9 Q be two adjacent poles of either of the forms {hhl} 9 {pOr} 9 equidistant from Z 9 the pole of (0 l) ; 51 and let the arc of the zone-circle joining P, Q, contain S, a pole of the other form. Then SZ bisects the right angle PZQ, and the angle PSZ is a right angle, 113. The form {h k 1} (fig. 4-7) has sixteen faces.
* k Id If tan
What to read after A Treatise On Crystallography?
You can find similar books in the "Read Also" column, or choose other free books by W H William Hallowes Miller to read onlineMoreLess
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