本文试图用群论的理论分析,探讨Cu-Zn-Al合金马氏体相变的晶体学性质:由群的表示理论找得诱导该合金B_2结构母相β→非规则9R马氏体的不可约表示;由群论讨论该合金马氏体相变具有24个变态的可能性,找出由组态组成的自协调组织的对称性群D_2h,揭示了变态间的对称联系和分布规律。
From group theory, the irreducible representation and the 24 variants associated with the martensitic transformation of a Cu-26Zn-4Al alloy are obtained. The self-accommodating group is found to be D_(2h) and the symmetry in one and the set of self-accommodating group are analyzed.
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