Atomic Distribution in Binary Solid Solutions II. Modified Theory for the Case of Nearly Equal Concentrations

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概要

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• In this part, the method described in the preceding part is modified to treat equaly $A$ and $B$ atoms. The chain approximation is employed in the present part, as previously. If the interactions are considered in appropriate manner, the present method gives the same critical temperature as those obtained from Bethe's approximation for most types of lattices. The exceptional cases are the critical temperatures of order-disorder transition in triangular and face-centered cubic lattices. The formulas to express the propagation of order in crystal lattices are obtained in closed forms. And for the cases of simple lattices the formation of the superstructure is discussed.

• INSTITUTE OF PURE AND APPLIED PHYSICSの論文
• 1953-01-25

著者

• Murakami Terutosi

  Institute Of Applied Science Faculty Of Engineering Kyoto University

関連論文

• Atomic Distribution in Binary Solid Solutions I. General Theory
• Atomic Distribution in Binary Solid Solutions II. Modified Theory for the Case of Nearly Equal Concentrations

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