Abstract
AbstractPursuing the approach of finite series expansion methods to the texture problem of recovering an orientation density function (ODF) from its pole density functions (PDF) measured in X‐ray or neutron diffraction experiments, the mathematical model of entropy maximization is applied to pole figure data and numerical results are presented. It is shown that this model as well as its results compare favorably with other methods of ODF restoration because it can yield a solution free of artifacts, also ghosts, if this is at all theoretically possible.
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