Yes, vibrational contribution is not considered in the SOS calculation in Multiwfn.
Best,
Tian
]]>firstly let me thank you for this super helpful program.
I am trying to calculate SFG and SDG hyperpolarizability with one frequency in IR, but Gaussian allows only to address the SHG hyperpolarizability.
Can I use the function number 19 of the Multiwfn hyperpolarizabilities menu "scanning w1 and w2 of beta" to get it,scanning the IR frequency?How much is accurate for small molecules?
Because I run it and it gave me back a really simple curve for the IR dependency, I think it takes into account only the electronic contribution to beta, neglecting the vibronic resonant ones, am I right? Could you suggest me a way to include theme?
Best regards,
Francesco
I needed to calculate the SOS with non equilibrium salvation.
I used the following input:%nosave
...
I have fixed this problem and updated Multiwfn 3.8(dev) on Multiwfn website, please download the latest version and retry.
]]> %nosave
%nprocshared=40
%chk=g22_sos_bc.chk
%mem=40GB
#p cam-b3lyp/6-311++G(d,p) SCRF=(iefpcm,Solvent=dmso,NonEquilibrium=Save)
Solvente dmso
0 1
16 1.540108000 3.744434000 2.898043000
8 3.837623000 6.411342000 1.126905000
8 8.890953000 7.199642000 2.094155000
--link1--
%rwf=/Storage01/TempG09/clodoaldo/g22_sos_bc
%int=/Storage01/TempG09/clodoaldo/g22_sos_bc
%d2e=/Storage01/TempG09/clodoaldo/g22_sos_bc
%nosave
%nprocshared=40
%chk=g22_sos_bc.chk
%mem=40GB
#p cam-b3lyp/6-311++G(d,p) td=(nstates=300,root=1) IOp(9/40=5) Geom=Check Guess=Read SCRF=(iefpcm,Solvent=dmso,ExternalIteration,NonEquilibrium=Read)
Solvente dmso
0 1
but it works with 1500 states in multiwfn and not 300
]]>very grateful for the answer finally i can compare my values with the experimental values, and i want to comment a doubt in the meaning of the columns of the file beta_n because at difference with the file beta_n_comp in this file the meaning of each column appers but in the file beta_n don't appers i tried open with txt and opera (adjoint picture)
https://i.postimg.cc/kRdMP0jv/image.png
Please careful check prompts on screen when Multiwfn export the files, the meaning of each column is also shown explicitly.
]]>Hi, first i want to thank for the program in the last days this program and the manual has helped me a lot, and i want to ask about, which value can i use of my output of SOS to compare with the experimental value? in the paper are reported beta(zero) in 9 esu (they extrapolated the experimental value measure at 1580 nm), i have in my output of SOS of beta(0,0) the next data (adjoint picture), but i don't know which value i have to converted to esu and copare with the experimental value
https://i.postimg.cc/G84VDzvK/image.png
The "Projection of beta on dipole moment" can be determined by EFISHG (electric field induced second harmonic generation) experiment, therefore if your have EFISHG experiment data at a frequency w, you should calculate SHG form of beta at w and then compare the "Projection of beta on dipole moment" with experiment.
Note that the static beta, namely beta(0;0,0), cannot be determined experimentally in principle.
]]>Using the SOS model, in the alpha output file (average linear polarizability) to convert the values to esu just multiply by 1.4819E-25 and in the case of gamma by 5.03670E-40.
Is this information correct?
This is correct if current values are in a.u.
]]>Is this information correct?
]]>Thank you
]]>If you want to use Multiwfn to calculate gamma based on SOS formalism, do not specify "polar" keyword, in current case you should only specify "TD(nstates=x)" and "IOp(9/40=5)". See Section 4.200.8 of Multiwfn manual for example.
]]>