Dear Axel and ATAT users,
I have a rather trivial querie to share with you, even though I have not fully understood if what I am doing is right using the emc2 code.
Assume we have a bcc phase with a miscibility gap with a critical temperature at 1000 K. Now, in an existing phase diagram where miscibility gap exists like U-Zr, Fe-Cr etc., . If we suspend all other phases except the bcc phase, and calculate the phase diagram, we get a bcc metastable phase boundary (shape of a parabola) across the composition range with a maximum at x(A)=0.5. The excess Gibbs energy can be obtained from the Redlich-Kister parameter
G_ex=[L0+L1*(xA-xB)+L2*(xA-xB)^2]xA*xB
where L0, L1 and L2 will determine if the miscibility gap is symmetric or assymmetric toward A or B.
Now, coming to ATAT, if we do a CE of the bcc phase, we do not get any other ground states except those at x(A)=0 and x(A)=1. Of course, taking into consideration the structures which may relax too far from an ideal lattice (which has already been discussed before in this forum).
The eci.out shows
0.151098
-0.016639
-0.047684
0.013492
0.001585
CE was obtained with about 15-21 structures (with only volume relaxation) and the plot is given as seen in the attachment.
Please suggest on the eci.out if it is correct and needs some further correction. Even if, 100 structures are used, CE will not change as there are no ground states.
Now, my querie begins here.
Can emc2 be used to get the metastable phase boundary of this bcc phase? That is, getting a symmetric/asymmetric shape parabola with a critical temperature at 1000K +/- 20%
I wish to calculate the phase boundary with the following command (as given in Axel’s tutorial)
emc2 -q -gs=1 -keV -er=20 -dx=3e-3 -T0=300 -dT=50 -T1=2000 -mu0=1.5 -mu1=2.5 -dmu=0.05 -innerT -o=mc1.out &
Am I doing this right Axel? Or this is a totally wrong line of thought…Please correct me.
Secondly, I also see htedat.out, mfdat.out and ltedat.out as output files. Can you please explain these files?
Thank you and regards
Suddhasattwa