晶界滑动:有限但无界的极限

D. Mclean
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引用次数: 11

摘要

在多晶中,几何推理表明晶界滑动和扩散可以结合起来产生几乎无限的变形(如在超塑性合金中观察到的),但真正的滑动不能贡献超过总变形的一半,尽管测量的偏移量可能会大得错误。
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Grain-Boundary Sliding: A Finite but Unbounded Limit
AbstractIn polycrystals, geometrical reasoning shows that grain-boundary sliding and diffusion can combine to give nearly unlimited deformation (as observed in superplastic alloys), but the genuine sliding cannot contribute much more than half the total deformation, although measured offsets may be erroneously large.
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