.
please advice me how can I calculate the SPIN-DOWN
thanks in advance
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Dear Bing,
Let's consider an example. You want to plot the (a,b) plane with z = 1/4.
To do so, you should use the following file:
0 0 1 4 # origin of plot: x,y,z,denominator
4 0 0 4 # x-end of plot
0 4 0 4 # y-end of plot
But you can also use the following file:
0 0 4 16 # origin of plot:
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Dear Bing,
Some years ago, when I was using WIEN97, the users were doing such
calculations by selecting themselves the plane of interest.
You simply need to draw the structure on a paper (or using an external
tool such as VESTA or DIAMOND...).
Then you have to define the place of the plane you
Dear Xavier,
Good to receive your help again, yes, your example is very helpful!
Using your example, I am wondering if it works when I use the fraction
coodinates as following:
0 0 0.25 1
1 0 0 1
0 1 0 1
More generally, can I use the fractional coordinates from XRD structure such as
x=0.2154,
No, you should express the coordinates with integers. It is the reason
why idv is useful.
For coordinates like 0.2154 0.2813 0.1177, you should specify:
2154 2813 1177 1
Here idv = 1.
Best regards
Xavier
On 03/04/2012 03:56 PM, Zhou Bing wrote:
Dear Xavier,
Good to receive your
Dear Xavier,
I will try to contact the adminstrator of the supercomputer center for
installing XCRYSDEN.
Have a nice day!
Bing
Dear Bing,
Some years ago, when I was using WIEN97, the users were doing such
calculations by selecting themselves the plane of interest.
You simply need to
Dear Xavier,
Now I understand it better, many thanks!
Best wishes,
Bing
No, you should express the coordinates with integers. It is the reason
why idv is useful.
For coordinates like 0.2154 0.2813 0.1177, you should specify:
2154 2813 1177 1
Here idv = 1.
Best regards
The whole point of the initialization in Wien2k is to guide you
through, while you think, how to setup a calculation. The structure
you sent does not have 40 atoms, it has in fact 8 unique atoms in a
cubic lattice. Please use the interface carefully, and analyze
carefully the user guide.
On Sat,
Albert Szent-Gyorgi
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