<html><head></head><body><div style="font-family: Verdana;font-size: 12.0px;"><div style="background-color: rgb(255,255,255);">Hello,<br/>
<br/>
is it possible to determine the amorphous content [%] with the method of "Hermans-Weidinger" like in Topas? The method is not really quantitative, but quite simple. It devides the crystalline_area/(crystalline_area+amorphous_area). Area means the sum of integral intensity of all crystalline or amorphous peaks.<br/>
<br/>
So I refined the amorphous peaks in the background tab and the crystalline phase by refinement. So there are two thing left (1) taking the fundamental parameters into account to the amorphous peaks (2) get the peak area of both phases.<br/>
<br/>
Is the method implemented or Is there a workaround?<br/>
<br/>
regards<br/>
<br/>
manthus</div></div></body></html>