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Non‐Random Orientation Distribution Functions With Random Pole Figures
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Non‐Random Orientation Distribution Functions With Random Pole Figures
Non‐Random Orientation Distribution Functions With Random Pole Figures
HB
H. J. Bunge
H. J. Bunge
CE
C. Esling
C. Esling
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1 January 1979
journal article
research article
Published by
Wiley
in
Texture, Stress, and Microstructure
Vol. 3
(3)
,
169-190
https://doi.org/10.1155/tsm.3.169
Abstract
It is shown, theoretically and with numerical examples, that the orientation distribution function may vary between zero and two or even more times random while a corresponding pole figure is completely random.
Keywords
RANDOM ORIENTATION
ORIENTATION DISTRIBUTION
POLE FIGURE
CORRESPONDING
THEORETICALLY
DISTRIBUTION FUNCTIONS
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Open Access
Cited by 3 articles