Proposal of simplified modified Williamson-Hall equation
S Takaki, T Masumura, T Tsuchiyama - isij international, 2018 - jstage.jst.go.jp
S Takaki, T Masumura, T Tsuchiyama
isij international, 2018•jstage.jst.go.jpWilliamson-Hall (WH) plots are characterized by irregular arrangement of data due to the
elastic anisotropy in each {hkl} plane. In order to correct the effect of elastic anisotropy,
Ungár developed a unique methodology using the contrast factor C, so called the modified
Williamson-Hall (mWH) method. When X-ray with the wave length λ was used for diffraction
analysis and diffraction angle θ and integral breadth β was obtained in each diffraction peak,
the following mWH equation is constructed as functions of the parameter K (= 2sinθ/λ) and …
elastic anisotropy in each {hkl} plane. In order to correct the effect of elastic anisotropy,
Ungár developed a unique methodology using the contrast factor C, so called the modified
Williamson-Hall (mWH) method. When X-ray with the wave length λ was used for diffraction
analysis and diffraction angle θ and integral breadth β was obtained in each diffraction peak,
the following mWH equation is constructed as functions of the parameter K (= 2sinθ/λ) and …
Abstract
Williamson-Hall (WH) plots are characterized by irregular arrangement of data due to the elastic anisotropy in each {hkl} plane. In order to correct the effect of elastic anisotropy, Ungár developed a unique methodology using the contrast factor C, so called the modified Williamson-Hall (mWH) method. When X-ray with the wave length λ was used for diffraction analysis and diffraction angle θ and integral breadth β was obtained in each diffraction peak, the following mWH equation is constructed as functions of the parameter K (= 2sinθ/λ) and ΔK (= βcosθ/λ).
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