From NWChem
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		                        | 10:02:58 AM PST - Tue, Nov 20th 2012  | 
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		                        Dear all, 
I'm a NWChem newbie and I'm performing single point calculations on a water geometry with both NWChem and Gaussian. I'm working at the DFT level, using the BP86 exchange-correlation functional and the 6-311G* basis set. It may seem really trivial, but I can't get comparable energies (i.e. equal to the 7-8th digit) from the two programs. I also tried following the suggestions posted here: http://comp.chem.umn.edu/info/NWChem.html with little change. Here are my input files: 
 
NWChem 
title "w sp"
geometry
O             0.00000           0.00000           0.00000
H             0.92264           0.65241           0.00000
H            -0.92264           0.65241           0.00000
end
charge 0
scf
 singlet
 rhf
end
dft
 xc slater 1.0 becke88 nonlocal 1.0 perdew86 1.0 vwn_1_rpa 1.0
 iterations 5000
 grid lebedev 90 14 ssf euler
end
basis "ao basis" spherical
 o library 6-311g*
 h library 6-311g*
end
task dft
ecce_print w_dft
  
 
Gaussian 
%nproc=4
# bp86/6-311g* scf=(tight) nosym integral(grid=ultrafine)
w sp
 0 1
O             0.00000           0.00000           0.00000
H             0.92264           0.65241           0.00000
H            -0.92264           0.65241           0.00000  
 
The energies I get are: 
 
NWChem  :  -76.600926730992
Gaussian:  -76.4024349388  
 
which are indeed very different. The same happens if I change the functional to B3LYP, even if the difference is much less dramatic. 
I am probably doing something wrong but I don't understand what. Do you have any suggestions? 
 
Thank you
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		Edited On 10:06:23 AM PST - Tue, Nov 20th 2012 by Clef
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		                        | 10:13:19 AM PST - Tue, Nov 20th 2012  | 
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		                    use xc becke88 perdew86
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		                        If you use xc becke88 perdew86, the energy computed by NWChem  is -76.402352654964 
 
dft
# xc slater 1.0 becke88 nonlocal 1.0 perdew86 1.0 vwn_1_rpa 1.0
xc becke88 perdew86
 iterations 5000
 grid lebedev 90 14 ssf euler
end
 
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		                        | 2:45:16 PM PST - Tue, Nov 20th 2012  | 
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		                        Thank you! I had used that explicit expression for BP86 because of an e-mail I had found (here). Is that wrong? 
 
Another thing, I see that nwchem supports the resolution of identity approximation for MP2, but I'm not sure about dft... is it possible? 
 
Thank you again
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		                        | 2:57:22 PM PST - Tue, Nov 20th 2012  | 
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		                        Clef, 
I am not commenting on definitions that don't see to work ... 
 
The DFT equivalent of RI-MP2 requires the definition of a second basis set, i.e. charge density fitting basis set 
 
More details at 
 
http://www.nwchem-sw.org/index.php/Release61:Density_Functional_Theory_for_Molecules#Speci...
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		                        | 11:18:07 PM PST - Tue, Nov 20th 2012  | 
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		                        I see; so to use the ri approximation I simply have to define the auxiliary basis set. Very nice! I will try it as soon as possible 
 
Thank you again
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