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States of uniform composition in mixed crystals

Considerations essentially similar to those above apply also to states of uniform composition in a continuous series of mixed crystals. Equation (21.52 ) can be applied not only to a liquid solution but also to mixed crystals, so that instead of (28.25), we have at all points of uniform composition  [Pg.457]

Azeotropes formed between ethanol B.P. 78.3 °C) and various halogen compounds [Pg.458]

The applicability of (28.27) is illustrated by fig. 28.3 which refers to a series of binary alloys. Again the indices 1 and 2 have been chosen so that X2jx- is less than [Pg.459]

Fe + V Ni + Pd agree well with the formula, while Au+Cu, Ni +V and Cu + Mn are in poor agreement presumably because one of the phases (probably the solid) cannot be regarded as a regular solution. [Pg.459]

From the position of the state of uniform composition, we can calculate a -using (28.28). Thus for Co + Mn we find a value of 1070 cal. /mole. This is very large and indicates that the departure from ideality, measured by the magnitude of a, is very much greater in the solid state than in liquids. [Pg.459]


See other pages where States of uniform composition in mixed crystals is mentioned: [Pg.457]   
See also in sourсe #XX -- [ Pg.457 ]




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Composites mixing

Composition of crystals

Crystal composites

Crystal mixed crystals

Crystallization composites

Crystallization mixing

Crystallizer, mixed

Crystallizers mixing

Mixed composition

Mixed crystals

Mixed crystals composition

Mixed states

Mixing of states

Mixing state

Uniform states

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