形状记忆合金
材料科学
马氏体
现象学模型
无扩散变换
转化(遗传学)
格子(音乐)
变形(气象学)
应力场
平面的
凝聚态物理
复合数
合金
复合材料
热力学
物理
有限元法
微观结构
化学
计算机科学
计算机图形学(图像)
基因
生物化学
声学
作者
Kazuyoshi Takezawa,Shin rsquo ichi Sato
标识
DOI:10.2320/jinstmet1952.44.8_852
摘要
In the previous studies on the reversible shape memory effect in Cu-Zn-Al alloy, it has been verified that a planar structure consisting of α1′ and β1′ martensites is constructed after heating the specimen under constraint and also that this composite structure is expected to produce special stress field by which the original β1′ martensite is induced on subsequent cooling.In the present paper the above mechanism was crystallographically examined by the phenomenological theory of transformation. The shape deformation due to the two-step transformation, β1→β1′→α1′, and the reverse transformation, α1′→β1′, were first formulated assuming a shear deformation on the close-packed planes in the second transformation, β1′→α1′. The numerical calculations of shape deformation using these formulae with the practical lattice parameters indicate that β1′ martensites with a different orientation from the original one can be formed under the influence of the β1′→β1 reverse transformation of the original one. It is also theoretically confirmed that around the retained α1′ martensites, with which the above β1′ martensites construct the composite structure, the stress field having a sense to produce the original β1′ martensite is reasonably formed.
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