金属晶粒尺寸与拓扑参量分布数字特征间的关系

Quantitative Relationships between the Numerical Descriptive Measures of Size Distributions and Those of Topological Parameter Distributions of Metal Grains

  • 摘要: 以"金属晶粒Euler指数与空间直径相对等值规律"为基础,本文采用列表方式系统地归纳总结了金属多晶体的晶粒尺寸与拓扑参量两类参量的分布数字特征之间的定量函数关系。这些关系可相当便利地用于根据晶粒尺寸参量的分布数据直接估计出拓扑参量分布的宽度、不对称程度和峰态等,并对这种估计办法的可靠程度进行了实验验证。

     

    Abstract: Based on the equivalence principle between normalized Euler indices and diameter of metal grain, quantitative relationships between numerical descriptive measures of size distributions and those of lopological parameter distributions of metal grains have been derived, tabulated, and discussed, which can be used very conveniently to infer the width, skewness, kurtosis, ect. of distributions of lopological parameters from the data of grain size distributions, Experimental verification has also been offered.

     

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