DFT+U calculation problems

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Xiaohui Yang

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Apr 1, 2018, 8:24:09 AM4/1/18
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Dear, all

I did some calculations with DFT+U functional recently, they all obtained from the CP2K program. 

At first, I calculated the geometry optimization of the structre, and obtained the total energy directly from the last optimized structure (let's say E1). Then, I ran a single point energy calculation with the same optimized structure and got the total energy E2. 

However, those two total energies (E1 & E2) I collected from the exact same structure have significant difference, E2-E1 = 1.2 eV.  

When checking their output results,  I find that the total energy difference could be attributed to two parts, DFT+U energy and  Core Hamiltonian energy. The input and output files are attached below. 

As far as I know, the total energy calculated from the same settings and structures should be the same. I have no idea about these results. Could you please help me check what is wrong with my calculation? Any comments will be greatly appreciated. 

Best Regards,

Xiaohui



input-1.inp
output-energy
output-opt
屏幕快照 2018-04-01 下午7.43.20.png
屏幕快照 2018-04-01 下午7.42.17.png

Krack Matthias (PSI)

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Apr 1, 2018, 11:13:16 AM4/1/18
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Dear Xiaohui

 

It seems the two DFT+U runs converged to different states for the same atomic configuration, since band gaps and spin densities are quite different. The Hubbard U term promotes an electron localisation, in your case of the Ti 3d electrons. Different 3d orbital occupation patterns can result in different total energies, especially for large U values. You can check the 3d occupations by activating the &PLUS_U print section in &FORCE_EVAL/&DFT/&PRINT.

 

Best regards

 

Matthias

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Xiaohui Yang

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Apr 2, 2018, 3:33:51 AM4/2/18
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Dear Matthias,

Many thanks for your reply! I will check the 3d occupations. As you mentioned, the result converged to different states for the same configuration, I am wondering if the SCF threshold is too large in this case. The previous EPS_SCF was 1.0E-7, I am going to try a smaller threshold for a more accurate result.

Thanks again for your help!

Best Regards,

Xiaohui

在 2018年4月1日星期日 UTC+8下午11:13:16,Matthias Krack写道:
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