ge a with its center at the origin to the Cartesian coordinate axes; and at the center of each face. . One is the rhomboid shown in t

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In a crystal with a face-centered cubic structure, the basic cell can be
taken as a cube of edge a with its center at the origin of coordinates
and its edges parallel to the Cartesian coordinate axes; atoms are sited
at the eight corners and at the center of each face. However, other
basic cells are possible. One is the rhomboid shown in the figure below,
which has three vectors b, č and d as edges.
(b) Show that the angles between pairs of edges of the rhomboid are
60°
procal vectorS to ,
used as
asily visualized
rear cubIC Strucure
Transcribed Image Text:In a crystal with a face-centered cubic structure, the basic cell can be taken as a cube of edge a with its center at the origin of coordinates and its edges parallel to the Cartesian coordinate axes; atoms are sited at the eight corners and at the center of each face. However, other basic cells are possible. One is the rhomboid shown in the figure below, which has three vectors b, č and d as edges. (b) Show that the angles between pairs of edges of the rhomboid are 60° procal vectorS to , used as asily visualized rear cubIC Strucure
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