QuantumATK Forum
QuantumATK => General Questions and Answers => Topic started by: 395235863 on March 2, 2016, 11:09
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Thank you in advance.
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Ask the people who wrote the original article about DFT-D :)
The method is simply designed for GGA (that is, the parameters are "fitted" or chosen for GGA). Note that it's an empirical approach!
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The reason the DFT-D approach was not designed for use with LDA is most likely that LDA already gives "vdW-like" binding in itself, spurious as it may be.
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The right results for the wrong reasons :)
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http://i1.rgstatic.net/figure/265477046_fig3_Figure-23Comparison-of-calculated-(DFT-D2-with-LDA)-and-experimentally-measured-(ARPES)/AS:271626805706756@1441772285161。
here i get the pic of
Comparison of calculated (DFT-D2 with LDA) and experimentally measured (ARPES)
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http://i1.rgstatic.net/figure/265477046_fig3_Figure-23Comparison-of-calculated-(DFT-D2-with-LDA)-and-experimentally-measured-(ARPES)/AS:271626805706756@1441772285161。
here i get the pic of
Comparison of calculated (DFT-D2 with LDA) and experimentally measured (ARPES)
I guess it may be a typo for "DFT-D2 with LDA" on the figure.
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Might be that someone made such a calculation, but it doesn't mean it's a good idea... As mentioned above, sometimes you get the right results for the wrong reasons.
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The issue is that the magic values of parameters in DFT-D2 are available in Grimme's paper and implemented in ATK only for the GGA-type functional. How did the author of "Comparison of calculated (DFT-D2 with LDA) and experimentally measured (ARPES)" perform the DF2-D2 calculations with LDA?
Even they are very lucky to get reasonable results in agreement with experiments for their system, but this doesn't make sense.
The LDA usually gives a stronger bonding than the real one. The DFT-D2 with LDA would give much stronger bonding than LDA. So the use of DFT-D2 with LDA may be quite questionable.