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Created page with "This page describes values of Instrumental broadening in GiXRD measurements, and can be used as a reference for peak broadening in 2θ - scans. Most four common slit configuration cases are chosen. The instrumental broadening has been measured by using standard Si powder sample. Scherrer formula: <math>D=\frac{K\cdot\lambda}{\beta_{sample}\cdot cos\theta}</math> where: K is Scherrer constant (typically close to unity K=0.9-1)<br> λ is a wavelength of X-ray radiatio..."
 
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This page describes values of Instrumental broadening in GiXRD measurements, and can be used as a reference for peak broadening in 2θ - scans. Most four common slit configuration cases are chosen.
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<i>This page is written by <b>Evgeniy Shkondin @DTU Nanolab</b> if nothing else is stated. <br>
All images and photos on this page belongs to <b>DTU Nanolab</b>.<br>
The fabrication and characterization described below were conducted in <b>2023 by Evgeniy Shkondin, DTU Nanolab</b>.<br></i>
 
 
This page describes values of Instrumental broadening in [[Specific_Process_Knowledge/Characterization/XRD/Process_Info#2θ_scan._Graizing_Incident_X-ray_Diffraction_(GiXRD)|GiXRD measurements]], and can be used as a reference for peak broadening in 2θ - scans. The four most common slit configuration cases are chosen.
The instrumental broadening has been measured by using standard Si powder sample.  
The instrumental broadening has been measured by using standard Si powder sample.  


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λ is a wavelength of X-ray radiation (λ Cu-K<sub>α1</sub> = 1.540562 Å, and in case both Cu-K<sub>α1</sub> and Cu-K<sub>α2</sub> are present λ Cu-K<sub>α1,2</sub> = 1.541871 Å) <br>
λ is a wavelength of X-ray radiation (λ Cu-K<sub>α1</sub> = 1.540562 Å, and in case both Cu-K<sub>α1</sub> and Cu-K<sub>α2</sub> are present λ Cu-K<sub>α1,2</sub> = 1.541871 Å) <br>
θ is Bragg angle <br>
θ is Bragg angle <br>
β<sub>sample</sub> is a peak broadening. The technical point should be noted that intergal breadth and/or FWHM have to be inserted in radians.<br>
β<sub>sample</sub> is a peak broadening. The technical point should be noted that integral breadth and/or FWHM have to be inserted in radians.<br>


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