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handbook of carbon, graphite, diamond and fullerenes

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252 Carbon, Graphite, Diamond, <strong>and</strong> Fullerenes<br />

Diamond Cleavage Planes. Diamond breaks along well-defined<br />

cleavage planes (the cleavage <strong>of</strong> a crystal being its characteristic <strong>of</strong><br />

breaking along given crystallographic planes where the yield strength is<br />

lower due to a high concentration <strong>of</strong> weaker bonds or a lower total number<br />

<strong>of</strong> bonds). The dominant cleavage plane is the (111) but many others have<br />

been observed. This cleavage characteristic is the key to the cutting <strong>of</strong><br />

gemstones (see Ch. 12). The cleavage energies <strong>of</strong> the various planes are<br />

reviewed in Sec. 6.0.<br />

2.5 The Polytypes <strong>of</strong> Diamond<br />

Hexagonal Diamond. Hexagonal <strong>diamond</strong> is an allotropic form <strong>of</strong><br />

<strong>carbon</strong> which is close to cubic <strong>diamond</strong> in structure <strong>and</strong> properties. It is a<br />

polytype <strong>of</strong> <strong>diamond</strong>, that is a special form <strong>of</strong> polymorph where the closepacked<br />

layers ({111} for cubic <strong>and</strong> {100} for hexagonal) are identical but<br />

have a different stacking sequence. Hexagonal <strong>diamond</strong> has an ABAB<br />

stacking sequence, so that every second layer is identical as shown in Fig.<br />

11.6.1 71 This two-layer hexagonal sequence (known as 2H <strong>diamond</strong>) is<br />

different in this respect from the three-layer sequence <strong>of</strong> cubic <strong>diamond</strong><br />

(known as 3C <strong>diamond</strong>). The crystallographic data <strong>of</strong> these two polytypes<br />

are listed in Table 11.1.<br />

A<br />

B<br />

C<br />

Note ABAB Sequence<br />

Figure 11.6. Schematic <strong>of</strong> the structure <strong>of</strong> hexagonal <strong>diamond</strong> (lonsdaleite).^

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