Solvation Models¶
Overview¶
Two solvation models are available in NWChem: COSMO and SMD. Since some of the COSMO parameters are used for SMD, we suggest to read the COSMO section before the SMD one.
COSMO¶
Overview¶
COSMO is the continuum solvation ‘COnductor-like Screening MOdel’ of A. Klamt and G. Schüürmann to describe dielectric screening effects in solvents1. This model has been enhanced by D.M. York and M. Karplus2 to create a smooth potential energy surface. The latter facilitates geometry optimization and dynamics and the implementation has been adapted to take advantage of those ideas.
The NWChem COSMO module implements algorithm for calculation of the energy for the following methods:
- Restricted Hartree-Fock (RHF),
- Restricted open-shell Hartree-Fock (ROHF),
- Restricted Kohn-Sham DFT (DFT),
- Unrestricted Kohn-Sham DFT (ODFT),
by determining the solvent reaction field self-consistently with the solute charge distribution from the respective methods. Note that COSMO for unrestricted Hartree-Fock (UHF) method can also be performed by invoking the DFT module with appropriate keywords.
Correlation energy of solvent molecules may also be evaluated at
- MP2,
- CCSD,
- CCSD+T(CCSD),
- CCSD(T),
levels of theory. It is cautioned, however, that these correlated COSMO calculations determine the solvent reaction field using the HF charge distribution of the solute rather than the charge distribution of the correlation theory and are not entirely self consistent in that respect. In other words, these calculations assume that the correlation effect and solvation effect are largely additive, and the combination effect thereof is neglected. COSMO for MCSCF has not been implemented yet.
In the current implementation the code calculates the gas-phase energy
of the system followed by the solution-phase energy, and returns the
electrostatic contribution to the solvation free energy. At the present
gradients are calculated analytically, but frequencies are calculated by
finite difference of the gradients.
The non-electrostatic
contributions can be calculated by turning on the SMD model. It should
be noted that one must in general take into account the standard state
correction besides the electrostatic and cavitation/dispersion
contribution to the solvation free energy, when a comparison to
experimental data is made.
COSMO Input Parameters¶
Invoking the COSMO solvation model is done by specifying the input COSMO input block with the input options as:
cosmo
[off]
[dielec <real dielec default 78.4>]
[parameters <filename>]
[radius <real atom1>
<real atom2>
. . .
<real atomN>]
[iscren <integer iscren default 0>]
[minbem <integer minbem default 2>]
[ificos <integer ificos default 0>]
[lineq <integer lineq default 1>]
[zeta <real zeta default 0.98>]
[gamma_s <real gammas default 1.0>]
[sw_tol <real swtol default 1.0e-4>]
[do_gasphase <logical do_gasphase default True>]
[do_cosmo_ks]
[do_cosmo_yk]
[do_cosmo_smd]
end
followed by the task directive specifying the wavefunction and type of
calculation, e.g., task scf energy
, task mp2 energy
, task dft
optimize
, etc.
COSMO: OFF keyword¶
off
can be used to turn off COSMO in a compound (multiple task) run.
By default, once the COSMO solvation model has been defined it will be
used in subsequent calculations. Add the keyword off
if COSMO is not
needed in subsequent calculations.
COSMO: DIELEC keyword¶
dielec
is the value of the dielectric constant of the medium, with a
default value of 78.4 (the dielectric constant for water).
COSMO: PARAMETERS keyword¶
parameters
specifies COSMO radii parameters file that stores custom
setting for COSMO parameters. The format for such file consists of the
atom or element name followed by the radii. The program will first
attempt to match based on atom name and only then the element name.
Otherwise radius will be set based on default parameters. The file has
to present in one of the three location ( in the order of preference) -
directory specified by the environmental variable
NWCHEM_COSMO_LIBRARY
, permanent directory, and run directory.
COSMO: RADIUS keyword¶
radius
is an array that specifies the radius of the spheres associated
with each atom and that make up the molecule-shaped cavity. These values
will override default radii setting including those specified in the
COSMO parameter file (if any) Default values are Van der Waals radii.
Values are in units of angstroms. The codes uses the following Van der
Waals radii by default:
Default radii provided by Andreas Klamt (Cosmologic)
vdw radii: 1.17 (± 0.02) * Bondi radius3
optimal vdw radii for H, C, N, O, F, S, Cl, Br, I4
for heavy elements: 1.17*1.9
data (vander(i),i=1,102)
1 / 1.300,1.638,1.404,1.053,2.0475,2.00,
2 1.830,1.720,1.720,1.8018,1.755,1.638,
3 1.404,2.457,2.106,2.160,2.05,2.223,
4 2.223,2.223,2.223,2.223,2.223,2.223,
5 2.223,2.223,2.223,2.223,2.223,2.223,
6 2.223,2.223,2.223,2.223,2.160,2.223,
7 2.223,2.223,2.223,2.223,2.223,2.223,
8 2.223,2.223,2.223,2.223,2.223,2.223,
9 2.223,2.223,2.223,2.223,2.320,2.223,
1 2.223,2.223,2.223,2.223,2.223,2.223,
2 2.223,2.223,2.223,2.223,2.223,2.223,
3 2.223,2.223,2.223,2.223,2.223,2.223,
4 2.223,2.223,2.223,2.223,2.223,2.223,
5 2.223,2.223,2.223,2.223,2.223,2.223,
6 2.223,2.223,2.223,2.223,2.223,2.223,
7 2.223,2.223,2.223,2.223,2.223,2.223,
7 2.223,2.223,2.223,2.223,2.223,2.223/
For examples see Stefanovich et al.5 and Barone et al.6
“Rsolv” is no longer used.
COSMO: ISCREEN keyword¶
iscren
is a flag to define the dielectric charge scaling option.
iscren 1
implies the original scaling from Klamt and Schüürmann,
mainly “(ε-1)/(ε+1/2)”, where ε is the
dielectric constant. iscren 0
implies the modified scaling suggested
by Stefanovich and Truong5, mainly “(ε-1)/ε“.
Default is to use the modified scaling. For high dielectric the
difference between the scaling is not significant.
The next two parameters define the tesselation of the unit sphere. The
approach still follows the original proposal by Klamt and Schüürmann to
some degree. Basically a tesselation is generated from minbem
refining
passes starting from either an octahedron or an icosahedron. Each level
of refinement partitions the triangles of the current tesselation into
four triangles. This procedure is repeated recursively until the desired
granularity of the tesselation is reached. The induced point charges
from the polarization of the medium are assigned to the centers of the
tesselation. The default value is minbem 2
. The flag ificos
serves
to select the original tesselation, ificos 0
for an octahedron
(default) and ificos 1
for an icoshedron. Starting from an icosahedron
yields a somewhat finer tesselation that converges somewhat faster.
Solvation energies are not really sensitive to this choice for
sufficiently fine tesselations. The old “maxbem” directive is no longer
used.
COSMO: LINEQ keyword¶
The lineq
parameter serves to select the numerical algorithm to solve
the linear equations yielding the effective charges that represent the
polarization of the medium. lineq 0
selects a dense matrix linear equation solver
(default), lineq 1
selects an iterative method. For
large molecules where the number of effective charges is large, the
code selects the iterative method.
COSMO: ZETA keyword¶
zeta
sets the width of the Gaussian charge distributions that were
suggested by York and Karplus to avoid singularities when two surface
charges coincide. The default value is zeta 0.98
this value was chosen
to ensure that the results of the current implementation are as close as
possible to those of the original Klamt and Schüürmann based
implementation.
COSMO: GAMMA_S keyword¶
gamma_s
modifies the width of the smooth switching function that
eliminates surface charges when their positions move into the sphere of
a neighboring atom. gamma_s 0.0
leads to a heavyside or abrupt
switching function, whereas gamma_s 1.0
maximizes the width of the
switching function. The default value is gamma_s 1.0
.
COSMO: SW_TOL keyword¶
sw_tol
specifies the cutoff of the switching function below which a
surface charge at a particular point is eliminated. The values of the
switching function lie in the domain from 0 to 1. This value should not
be set too small as that leads to instabilities in the linear system
solvers. The default value is sw_tol 1.0e-4
.
COSMO: DO_GASPHASE keyword¶
do_gasphase
is a flag to control whether the calculation of the
solvation energy is preceded by a gas phase calculation. The default is
to always perform a gas phase calculation first and then calculate the
solvation starting from the converged gas phase electron density.
However, in geometry optimizations this approach can double the cost. In
such a case setting do_gasphase false
suppresses the gas phase
calculations and only the solvated system calculations are performed.
This option needs to be used with care as in some cases starting the
COSMO solvation from an unconverged electron density can generate
unphysical charges that lock the calculation into strange electron
distributions.
COSMO: DO_COSMO_KS keyword¶
do_cosmo_ks
is a flag to turn on the Klamt-Schüürmann model
COSMO: DO_COSMO_YK keyword¶
do_cosmo_yk
is a flag to turn on the York-Karplus model (default)
COSMO: DO_COSMO_SMD keyword¶
do_cosmo_smd
is a flag to turn on the SMD model. More details can be found
at the SMD Model documentation
The following example is for a water molecule in ‘water’, using the HF/6-31G** level of theory:
start
geometry
o .0000000000 .0000000000 -.0486020332
h .7545655371 .0000000000 .5243010666
h -.7545655371 .0000000000 .5243010666
end
basis
o library 6-31g**
h library 6-31g**
end
cosmo
dielec 78.0
radius 1.40
1.16
1.16
lineq 0
end
task scf energy
Alternatively, instead of listing COSMO radii parameters in the input,
the former can be loaded using an external file through the parameters
directive
start
geometry
ow .0000000000 .0000000000 -.0486020332
hw .7545655371 .0000000000 .5243010666
h -.7545655371 .0000000000 .5243010666
end
basis
* library 6-31g**
end
cosmo
dielec 78.0
lineq 0
parameters water.par
end
task scf energy
where the water.par
file has the following form:
O 1.40
H 1.16
This will set radii of all oxygen atoms to 1.4 and all hydrogen atoms to 1.16. More fine grained control may be achieved using specific atom names. For example, the following parameter file
O 1.40
H 1.16
HW 1.06
will set a different radii of 1.06 to hydrogen atoms named HW. Note that, as per general rule in NWChem, all names are case insensitive.
and placed in one of the these locations - directory specified by the
environmental variable NWCHEM_COSMO_LIBRARY
, permanent directory, or
run directory.
SMD¶
Overview¶
SMD denotes “solvation model based on density” and it is described in detail in the 2009 paper by Marenich, Cramer and Truhlar7.
The SMD model is a universal continuum solvation model where “universal” denotes its applicability to any charged or uncharged solute in any solvent or liquid medium for which a few key descriptors are known. The word “continuum” denotes that the solvent is not represented explicitly as a collection of discrete solvent molecules but rather as a dielectric medium with surface tensions at the solute-solvent interface.
SMD directly calculates the free energy of solvation of an ideal solvation process that occurs at fixed concentration (for example, from an ideal gas at a concentration of 1 mol/L to an ideal solution at a liquid-phase concentration of 1 mol/L) at 298 K, but this may converted by standard thermodynamic formulas to a standard-state free energy of solvation, which is defined as the transfer of molecules from an ideal gas at 1 bar to an ideal 1 molar solution.
The SMD model separates the fixed-concentration free energy of solvation into two components. The first component is the bulk-electrostatic contribution arising from a self-consistent reaction field (SCRF) treatment. The SCRF treatment involves an integration of the nonhomogeneous-dielectric Poisson equation for bulk electrostatics in terms of the COSMO model of Klamt and Schüürmann with the modified COSMO scaling factor suggested by Stefanovich and Truong and by using the SMD intrinsic atomic Coulomb radii. These radii have been optimized for H, C, N, O, F, Si, P, S, Cl, and Br. For any other atom the current implementation of the SMD model uses scaled values of the van der Waals radii of Mantina et al8.
The scaling factor equals 1.52 for group 17 elements heavier than Br (i.e., for I and At) and 1.18 for all other elements for which there are no optimized SMD radii.
The second contribution to the fixed-concentration free energy of solvation is the contribution arising from short-range interactions between the solute and solvent molecules in the first solvation shell. This contribution is called the cavity–dispersion–solvent-structure (CDS) term, and it is a sum of terms that are proportional (with geometry-dependent proportionality constants called atomic surface tensions) to the solvent-accessible surface areas (SASAs) of the individual atoms of the solute.
SMD Input Parameters¶
The SMD model requires additional parameters in the COSMO input block
cosmo
[do_cosmo_smd <logical>]
[solvent (keyword)]
[icds <integer>]
[sola <real>]
[solb <real>]
[solc <real>]
[solg <real>]
[solh <real>]
[soln <real>]
end
At the moment the SMD model is available in NWChem only with the DFT block
The SMD input options are as follows:
do_cosmo_smd <logical>
The do_cosmo_smd
keyword instructs NWChem to perform a ground-state SMD calculation
when set to a true
value.
SMD: SOLVENT keyword¶
solvent (keyword)
a solvent
keyword from the short name entry in the
list of available SMD solvent names.
When a solvent is specified by name, the descriptors for the solvent are based on the Minnesota Solvent Descriptor Database9.
The user can specify a solvent (by using a string using up to eight characters) that is not on the list by using a new solvent keyword and introducing user-provided values for the following solvent descriptors:
SMD: DIELEC keyword¶
dielec (real input)
dielectric constant at 298 K
SMD: SOLA keyword¶
sola (real input)
Abraham’s hydrogen bond acidity
SMD: SOLB keyword¶
solb (real input)
Abraham’s hydrogen bond basicity
SMD: SOLC keyword¶
solc (real input)
aromaticity as a fraction of non-hydrogenic solvent atoms that are aromatic carbon atoms
SMD: SOLG keyword¶
solg (real input)
macroscopic surface tension of the solvent at an air/solvent interface at 298 K in units of
cal mol–1 Å–2
(note that 1 dyne/cm = 1.43932 cal mol–1 Å–2)
SMD: SOLH keyword¶
solh (real input)
electronegative halogenicity as the fraction of non-hydrogenic solvent atoms that are F, Cl, or Br
SMD: SOLN keyword¶
soln (real input)
index of refraction at optical frequencies at 293 K
SMD: ICDS keyword¶
icds (integer input)
icds
should have a value of 1 for water.
icds
should have a value of 2 for any nonaqueous solvent.
If icds
is set equal to 2, then you need to provide the following solvent descriptors
(see the MN solvent descriptor database ):
SMD Examples¶
SMD Example: water solvent¶
echo
title "SMD/M06-2X/6-31G(d) solvation free energy for CF3COO- in water"
start
charge -1
geometry nocenter
C 0.512211 0.000000 -0.012117
C -1.061796 0.000000 -0.036672
O -1.547400 1.150225 -0.006609
O -1.547182 -1.150320 -0.006608
F 1.061911 1.087605 -0.610341
F 1.061963 -1.086426 -0.612313
F 0.993255 -0.001122 1.266928
symmetry c1
end
basis
* library 6-31G*
end
dft
XC m06-2x
end
cosmo
do_cosmo_smd true
solvent water
end
task dft energy
SMD Example: new solvent¶
Example using a user defined solvent, not present in the SMD list of solvents
echo
title "SMD/M06-2X/6-31G(d) solvation free energy for CF3COO- in my solvent"
start
charge -1
geometry nocenter
C 0.512211 0.000000 -0.012117
C -1.061796 0.000000 -0.036672
O -1.547400 1.150225 -0.006609
O -1.547182 -1.150320 -0.006608
F 1.061911 1.087605 -0.610341
F 1.061963 -1.086426 -0.612313
F 0.993255 -0.001122 1.266928
symmetry c1
end
basis
* library 6-31G*
end
dft
XC m06-2x
end
cosmo
do_cosmo_smd true
solvent mysolv
dielec 11.4
sola 1.887
solb 0.0
soln 0.98
icds 2
end
task dft energy
Solvents List - Solvent keyword¶
The short name for the solvent from the table can be used with the solvent
keyword to define the solvent.
Example with acetonitrile.
cosmo
solvent acetntrl
end
Long name | short name | dielec |
---|---|---|
acetic acid | acetacid | 6.2528 |
acetone | acetone | 20.493 |
acetonitrile | acetntrl | 35.688 |
acetophenone | acetphen | 17.440 |
aniline | aniline | 6.8882 |
anisole | anisole | 4.2247 |
benzaldehyde | benzaldh | 18.220 |
benzene | benzene | 2.2706 |
benzonitrile | benzntrl | 25.592 |
benzyl chloride | benzylcl | 6.7175 |
1-bromo-2-methylpropane | brisobut | 7.7792 |
bromobenzene | brbenzen | 5.3954 |
bromoethane | brethane | 9.01 |
bromoform | bromform | 4.2488 |
1-bromooctane | broctane | 5.0244 |
1-bromopentane | brpentan | 6.269 |
2-bromopropane | brpropa2 | 9.3610 |
1-bromopropane | brpropan | 8.0496 |
butanal | butanal | 13.450 |
butanoic acid | butacid | 2.9931 |
1-butanol | butanol | 17.332 |
2-butanol | butanol2 | 15.944 |
butanone | butanone | 18.246 |
butanonitrile | butantrl | 24.291 |
butyl acetate | butile | 4.9941 |
butylamine | nba | 4.6178 |
n-butylbenzene | nbutbenz | 2.360 |
sec-butylbenzene | sbutbenz | 2.3446 |
tert-butylbenzene | tbutbenz | 2.3447 |
carbon disulfide | cs2 | 2.6105 |
carbon tetrachloride | carbntet | 2.2280 |
chlorobenzene | clbenzen | 5.6968 |
sec-butyl chloride | secbutcl | 8.3930 |
chloroform | chcl3 | 4.7113 |
1-chlorohexane | clhexane | 5.9491 |
1-chloropentane | clpentan | 6.5022 |
1-chloropropane | clpropan | 8.3548 |
o-chlorotoluene | ocltolue | 4.6331 |
m-cresol | m-cresol | 12.440 |
o-cresol | o-cresol | 6.760 |
cyclohexane | cychexan | 2.0165 |
cyclohexanone | cychexon | 15.619 |
cyclopentane | cycpentn | 1.9608 |
cyclopentanol | cycpntol | 16.989 |
cyclopentanone | cycpnton | 13.58 |
cis-decalin | declncis | 2.2139 |
trans-decalin | declntra | 2.1781 |
decalin (cis/trans mixture) | declnmix | 2.196 |
n-decane | decane | 1.9846 |
1-decanol | decanol | 7.5305 |
1,2-dibromoethane | edb12 | 4.9313 |
dibromomethane | dibrmetn | 7.2273 |
dibutyl ether | butyleth | 3.0473 |
o-dichlorobenzene | odiclbnz | 9.9949 |
1,2-dichloroethane | edc12 | 10.125 |
cis-dichloroethylene | c12dce | 9.200 |
trans-dichloroethylene | t12dce | 2.140 |
dichloromethane | dcm | 8.930 |
diethyl ether | ether | 4.2400 |
diethyl sulfide | et2s | 5.723 |
diethylamine | dietamin | 3.5766 |
diiodomethane | mi | 5.320 |
diisopropyl ether | dipe | 3.380 |
dimethyl disulfide | dmds | 9.600 |
dimethylsulfoxide | dmso | 46.826 |
N,N-dimethylacetamide | dma | 37.781 |
cis-1,2-dimethylcyclohexane | cisdmchx | 2.060 |
N,N-dimethylformamide | dmf | 37.219 |
2,4-dimethylpentane | dmepen24 | 1.8939 |
2,4-dimethylpyridine | dmepyr24 | 9.4176 |
2,6-dimethylpyridine | dmepyr26 | 7.1735 |
1,4-dioxane | dioxane | 2.2099 |
diphenyl ether | phoph | 3.730 |
dipropylamine | dproamin | 2.9112 |
n-dodecane | dodecan | 2.0060 |
1,2-ethanediol | meg | 40.245 |
ethanethiol | etsh | 6.667 |
ethanol | ethanol | 24.852 |
ethyl acetate | etoac | 5.9867 |
ethyl formate | etome | 8.3310 |
ethylbenzene | eb | 2.4339 |
ethylphenyl ether | phenetol | 4.1797 |
fluorobenzene | c6h5f | 5.420 |
1-fluorooctane | foctane | 3.890 |
formamide | formamid | 108.94 |
formic acid | formacid | 51.100 |
n-heptane | heptane | 1.9113 |
1-heptanol | heptanol | 11.321 |
2-heptanone | heptnon2 | 11.658 |
4-heptanone | heptnon4 | 12.257 |
n-hexadecane | hexadecn | 2.0402 |
n-hexane | hexane | 1.8819 |
hexanoic acid | hexnacid | 2.600 |
1-hexanol | hexanol | 12.51 |
2-hexanone | hexanon2 | 14.136 |
1-hexene | hexene | 2.0717 |
1-hexyne | hexyne | 2.615 |
iodobenzene | c6h5i | 4.5470 |
1-iodobutane | iobutane | 6.173 |
iodoethane | c2h5i | 7.6177 |
1-iodohexadecane | iohexdec | 3.5338 |
iodomethane | ch3i | 6.8650 |
1-iodopentane | iopentan | 5.6973 |
1-iodopropane | iopropan | 6.9626 |
isopropylbenzene | cumene | 2.3712 |
p-isopropyltoluene | p-cymene | 2.2322 |
mesitylene | mesityln | 2.2650 |
methanol | methanol | 32.613 |
2-methoxyethanol | egme | 17.200 |
methyl acetate | meacetat | 6.8615 |
methyl benzoate | mebnzate | 6.7367 |
methyl butanoate | mebutate | 5.5607 |
methyl formate | meformat | 8.8377 |
4-methyl-2-pentanone | mibk | 12.887 |
methyl propanoate | mepropyl | 6.0777 |
2-methyl-1-propanol | isobutol | 16.777 |
2-methyl-2-propanol | terbutol | 12.470 |
N-methylaniline | nmeaniln | 5.9600 |
methylcyclohexane | mecychex | 2.024 |
N-methylformamide (E/Z mixture) | nmfmixtr | 181.56 |
2-methylpentane | isohexan | 1.890 |
2-methylpyridine | mepyrid2 | 9.9533 |
3-methylpyridine | mepyrid3 | 11.645 |
4-methylpyridine | mepyrid4 | 11.957 |
nitrobenzene | c6h5no2 | 34.809 |
nitroethane | c2h5no2 | 28.290 |
nitromethane | ch3no2 | 36.562 |
1-nitropropane | ntrprop1 | 23.730 |
2-nitropropane | ntrprop2 | 25.654 |
o-nitrotoluene | ontrtolu | 25.669 |
n-nonane | nonane | 1.9605 |
1-nonanol | nonanol | 8.5991 |
5-nonanone | nonanone | 10.600 |
n-octane | octane | 1.9406 |
1-octanol | octanol | 9.8629 |
2-octanone | octanon2 | 9.4678 |
n-pentadecane | pentdecn | 2.0333 |
pentanal | pentanal | 10.000 |
n-pentane | npentane | 1.8371 |
pentanoic acid | pentacid | 2.6924 |
1-pentanol | pentanol | 15.130 |
2-pentanone | pentnon2 | 15.200 |
3-pentanone | pentnon3 | 16.780 |
1-pentene | pentene | 1.9905 |
E-2-pentene | e2penten | 2.051 |
pentyl acetate | pentacet | 4.7297 |
pentylamine | pentamin | 4.2010 |
perfluorobenzene | pfb | 2.029 |
phenylmethanol | benzalcl | 12.457 |
propanal | propanal | 18.500 |
propanoic acid | propacid | 3.440 |
1-propanol | propanol | 20.524 |
2-propanol | propnol2 | 19.264 |
propanonitrile | propntrl | 29.324 |
2-propen-1-ol | propenol | 19.011 |
propyl acetate | propacet | 5.5205 |
propylamine | propamin | 4.9912 |
pyridine | pyridine | 12.978 |
tetrachloroethene | c2cl4 | 2.268 |
tetrahydrofuran | thf | 7.4257 |
tetrahydrothiophene-S,S-dioxide | sulfolan | 43.962 |
tetralin | tetralin | 2.771 |
thiophene | thiophen | 2.7270 |
thiophenol | phsh | 4.2728 |
toluene | toluene | 2.3741 |
tributyl phosphate | tbp | 8.1781 |
1,1,1-trichloroethane | tca111 | 7.0826 |
1,1,2-trichloroethane | tca112 | 7.1937 |
trichloroethene | tce | 3.422 |
triethylamine | et3n | 2.3832 |
2,2,2-trifluoroethanol | tfe222 | 26.726 |
1,2,4-trimethylbenzene | tmben124 | 2.3653 |
2,2,4-trimethylpentane | isoctane | 1.9358 |
n-undecane | undecane | 1.9910 |
m-xylene | m-xylene | 2.3478 |
o-xylene | o-xylene | 2.5454 |
p-xylene | p-xylene | 2.2705 |
xylene (mixture) | xylenemx | 2.3879 |
water | h2o | 78.400 |
Usage Tips¶
Authors of paper 7 report that
” … the SMD/COSMO/NWChem calculations we employed finer grids (options minbem=3, maxbem=4, ificos=1) because the default NWChem tessellation parameters (options: minbem=2, maxbem=3, ificos=0) produced very large errors in solvation free energies.”
Since the maxbem
keyword is no longer in use, this paper’s recommended input translate into
cosmo
minbem 3
ificos 1
end
References¶
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Klamt, A.; Schüürmann, G. COSMO: A New Approach to Dielectric Screening in Solvents with Explicit Expressions for the Screening Energy and Its Gradient. J. Chem. Soc., Perkin Trans. 2 1993, No. 5, 799–805. https://doi.org/10.1039/p29930000799. ↩
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York, D. M.; Karplus, M. A Smooth Solvation Potential Based on the Conductor-Like Screening Model. The Journal of Physical Chemistry A 1999, 103 (50), 11060–11079. https://doi.org/10.1021/jp992097l. ↩
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Bondi, A. Van Der Waals Volumes and Radii. The Journal of Physical Chemistry 1964, 68 (3), 441–451. https://doi.org/10.1021/j100785a001. ↩
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Klamt, A.; Jonas, V.; Bürger, T.; Lohrenz, J. C. W. Refinement and Parametrization of COSMO-RS. The Journal of Physical Chemistry A 1998, 102 (26), 5074–5085. https://doi.org/10.1021/jp980017s. ↩
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Stefanovich, E. V.; Truong, T. N. Optimized Atomic Radii for Quantum Dielectric Continuum Solvation Models. Chemical Physics Letters 1995, 244 (1-2), 65–74. https://doi.org/10.1016/0009-2614(95)00898-e. ↩↩
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Barone, V.; Cossi, M.; Tomasi, J. A New Definition of Cavities for the Computation of Solvation Free Energies by the Polarizable Continuum Model. The Journal of Chemical Physics 1997, 107 (8), 3210–3221. https://doi.org/10.1063/1.474671. ↩
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Marenich, A. V.; Cramer, C. J.; Truhlar, D. G. Universal Solvation Model Based on Solute Electron Density and on a Continuum Model of the Solvent Defined by the Bulk Dielectric Constant and Atomic Surface Tensions. The Journal of Physical Chemistry B 2009, 113 (18), 6378–6396. https://doi.org/10.1021/jp810292n. ↩↩
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Haynes, W. M. CRC Handbook of Chemistry and Physics; Mantina, M., Valero, R., Cramer, C. J., Truhlar, D. G., Eds.; Taylor & Francis Group, 2013; pp 9–49. ↩
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Winget, P.; Dolney, D. M.; Giesen, D. J.; Cramer, C. J.; Truhlar, D. G. Minnesota Solvent Descriptor Database. Minneapolis, MN: Department of Chemistry and Supercomputer Institute 1999. ↩