Method of estimating preferred orientation of polycrystalline material

Abstract

The preferred orientation of a polycrystalline material is estimated using one diffraction peak. An orientation density distribution function ρ is assumed to be axisymmetric around a normal direction of the surface of a sample made of a polycrystalline material. The function ρ may be a Gaussian function or a March-Dollase function. An X-ray is incident upon the surface of the sample at an incident angle α and the intensity of a diffraction X-ray is measured. The change of intensity of the diffraction X-ray is measured with the incident angle α being changed to attain a measurement rocking curve. A theoretical diffraction X-ray intensity is calculated based on the orientation density distribution function ρ. The characteristic parameter of the function ρ is determined so that the theoretical rocking curve approaches the measurement rocking curve as closely as possible, whereby the orientation density distribution function ρ can be determined.