[Ifeffit] Alloy EXAFS data fitting
XQ WANG
xq_wang at hotmail.com
Thu Aug 31 19:39:28 CDT 2006
Thanks, Anatoly, Matt.
This is metallic alloy system.
I am thinking, if there is no phase changes and both CN of A-A and A-B
increase with temperature increase, that would indicate the increase in
nanosizes, as Anatoly hinted.
If in AB alloy, A/B ratio is variable, but still in the same structure
system, CN (A-A)+CN(A-B)=constant should be valid. This indicates the
exisitence of atom replacement.
If A/B ratio is variable, and the alloy structure also changes (phase
transition happens), can we get something like: CN of A-B uniformly
decreases, while CN of A-A decreases first and then increases as a function
of temperature? (I guess this might be possible)
When I read the figures, it was not specified that CNs were from different
phases. I was confused.
Thanks again, Anatoly, Matt. If my understanding was not quite right, please
correct me.
Have a great day,
Xianqin
>From: "Matt Newville" <newville at cars.uchicago.edu>
>Reply-To: XAFS Analysis using Ifeffit <ifeffit at millenia.cars.aps.anl.gov>
>To: "XAFS Analysis using Ifeffit" <ifeffit at millenia.cars.aps.anl.gov>
>Subject: Re: [Ifeffit] Alloy EXAFS data fitting
>Date: Thu, 31 Aug 2006 14:55:50 -0500
>
>Dear Xianqin,
>
>Anatoly answered much of this, but I'll add a little more:
>
>>It is a two-element alloy system, name AB. Their fitting results showed
>>that A-B coordination number and A-A coordination number did not follow
>>the
>>similar trend with the temperature increase. I am just wondering if this
>>case is possible? I had thought if A-A and A-B are from the same
>>compound,
>>they should follow the same trend. Maybe I am wrong.
>
>It's hard to say much without more system details (glass, crystal?), but
>it seems strange to see a temperature dependence of a coordination
>number. Most crystals would not have any change in CN with
>temperature except at structural phase transitions. As Anatoly said,
>there may be an exchange of one atom for another, but the total CN =
>CN(A-A) + CN(A-B) would be constant.
>
>>Another question is whether it is OK to combine coordination of A-A in A
>>compound with CN of A-A in AB alloy if these two A-A bond distances are
>>very
>>close? If this case is OK, then combination of A-A CN and CN of A-B could
>>follow differnt trend (I guess). But I thought we could not combine CN
>>from
>>different materials. Maybe I am wrong again??
>
>I would say it's not OK to do this. The Ag-Ag coordination number from
>pure Ag (ie, 12), would not apply for Ag-Ag coordination in Au0.9Ag0.1,
>though the Ag-Ag bond distance would apply.
>
>--Matt
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