You seem to be confusing beq (thermal parameter) with site occupancy.  At a
start, I would think that the site would have the same thermal parameter
for either atom, and refine occupancies that sum to unity.  For example,
site A1 occ Fe feocc .9 x 0 y 0 z Az .055 beq Abeq 2
site A2 occ Ru =1-feocc; x 0 y 0 z  =Az; beq =Abeq;
will put Fe and Ru in the same site, refine the iron occupancy (feocc),
common z coordinate (Az), and give them the same isotropic thermal
parameter (Abeq).
You could imagine that the lighter atom could have a larger thermal
parameter, but it would be very hard to determine that from powder data
because it would be strongly correlated with site occupancy, etc.


**************************
Peter W. Stephens
Professor, Department of Physics and Astronomy
Associate Dean for Curriculum, College of Arts and Sciences
Stony Brook University
(631) 632-8156
http://mini.physics.sunysb.edu/~pstephens
Please update your records to my new email: peter.steph...@stonybrook.edu


On Mon, Apr 28, 2014 at 7:39 AM, NAVEED ZAFAR <naveed...@hotmail.com> wrote:

>
>
> *Dear Rietvelders,*
>  I was actually doing the site (occupancy) refinement using TOPAS 4.1
> software.
> While studying the effect of doping on one crystallographic site.
>
> We normally refine the sites of interest employ the following methodology.
> Consider e.g., Pervoskite structure (ABO3) as an example.
> If we wish to dope the A site in ABO3,
> and to confirm whether doping was successful or not, we normally refine
> the occupancies in the following way.
>
> For example.
> We refine occupancies like occupancy of original site A   =beq1
>                     occupancy of dopant   site A`  =1-beq1
>
> If the refinemnent goes well, all the crystallogrhic occupancies
> should merge to a single constant value,
> those crystallographic sites which are fully occupied should give [occ=1]
> and those doped should yield net occupancies [occ (A + A`= 1].
>
> Can anyone share or suggest,
> why the Beq (isotropic temperature factor) values are going to huge,??
> at the end of such a refinement. Which otherwise should be around [
> Beq=Uiso*8pi^2].
>
> Also if possible share  .pro file (GUI mode or Launch mode) of such a
> refinemnet or some literature.
>
> Best regards,
> *Dr. Naveed Zafar Ali*
>
>
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