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On the geometric autocorrelation function of polycrystalline materials

Academic Article
Publication Date:
2006
Short description:
On the geometric autocorrelation function of polycrystalline materials / C. S., M., Paroni, R., Y., X., E., K.. - In: JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS. - ISSN 0377-0427. - 190:(2006), pp. 200-210.
abstract:
Herein we derive an expression for direct determination of the geometric autocorrelation function W of a polycrys- talline material from images of its grain boundary network (e.g., those delivered by orientation imaging microscopy). We also obtain an identity that relates the mean linear intercept function to a directional derivative of the geometric autocorrelation function. These formulae were applied to examine whether a widely-used formula for W, particularly in theoretical studies of attenuation of elastic waves in polycrystalline media, would be valid for the grain boundary structure of a commercial aluminum alloy. The conclusion was negative.
Iris type:
1.1 Articolo in rivista
List of contributors:
C. S., Man; Paroni, Roberto; Y., Xiang; E., Kenik
Handle:
https://iris.uniss.it/handle/11388/79559
Published in:
JOURNAL OF COMPUTATIONAL AND APPLIED MATHEMATICS
Journal
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