Common Basics of Mathematical Texture Analysis
p.277
p.277
Geometry of the ODF-to-PDF Projection in Quaternion Representation
p.283
p.283
Visualization of Patterns of Preferred Crystallographic Orientation by ω-Sections
p.289
p.289
Ideal Patterns of Crystallographic Preferred Orientation and Their Representation by the von Mises - Fisher Matrix or Bingham Quaternion Distribution
p.295
p.295
ODF Restoration by Orientations Grid
p.301
p.301
Investigation of Measured Pole Figures Errors
p.307
p.307
PDF-to-ODF Inversion by Approximation with Spherical Radial Basis Functions
p.313
p.313
Design of Crystallographic and Morphologic Texture for Elastic/Plastic Applications
p.319
p.319
A Novel Optimization-Based Pole Figure Inversion Method
p.325
p.325
ODF Restoration by Orientations Grid
Abstract:
The mathematical method of the texture function restoration according to diffraction experiment is offered. The texture function is represented as superposition of standard texture functions with the identical dispersions, located on a regular three-dimensional grid in orientation space. Applicability of the method is shown by model examples and in an example of a cold rolled texture of a copper sheet.
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Info:
Periodical:
Materials Science Forum (Volumes 495-497)
Pages:
301-306
Citation:
Online since:
September 2005
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