Difference between revisions of "Zone axis"
From Online Dictionary of Crystallography
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<Font color="blue">Axe de zone</Font> (''Fr''). <Font color="red">Zonenachse</Font> (''Ge''). | <Font color="blue">Axe de zone</Font> (''Fr''). <Font color="red">Zonenachse</Font> (''Ge''). | ||
− | <Font color="green">Eje de zona</Font> (''Sp''). <Font color="purple"></Font> (''Ru''). | + | <Font color="green">Eje de zona</Font> (''Sp''). <Font color="purple">Ось зоны</Font> (''Ru''). |
A zone axis is a lattice row parallel to the intersection of two (or more) families of lattices planes. It is denoted by | A zone axis is a lattice row parallel to the intersection of two (or more) families of lattices planes. It is denoted by | ||
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Three lattice planes have a common zone axis (''are in zone'') if their Miller indices satisfy the relation: | Three lattice planes have a common zone axis (''are in zone'') if their Miller indices satisfy the relation: | ||
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+ | [[image:Zoneaxis-2.png|center]] |
Revision as of 09:23, 4 February 2006
Axe de zone (Fr). Zonenachse (Ge). Eje de zona (Sp). Ось зоны (Ru).
A zone axis is a lattice row parallel to the intersection of two (or more) families of lattices planes. It is denoted by [u v w]. A zone axis [u v w] is parallel to a family of lattice planes of Miller indices (hkl) if:
uh + vk + wl = 0
The indices of the zone axis defined by two lattice planes ([math] h_1, k_1, l_1 [/math]), ([math] h_2, k_2, l_2[/math]) are given by:
Three lattice planes have a common zone axis (are in zone) if their Miller indices satisfy the relation: