[DFTB-Plus-User] Dispersion model (SlaterKirkwood)
张超
201031220001 at mail.bnu.edu.cn
Sat Dec 1 02:28:23 CET 2012
Dear all,
I want to calculate the dynamics process of the Muti-walled carbon nanotubes.
So, the dispersion block is used to empirically correct the DFTB interactions for van der Waals interactions.
The SlaterKirkwood dispersion model is implemented in my calculation, but i do not know whether the code is right,
especially the CovalentRadius of the carbon.
Below is my input file.
Besides, in the user manual (page 34) of version 1.2 (DFTB+), it says that if atoms are able to move during your
calculation (geometry relaxation or molecular dynamics) you should always check whether the coordination of your
atoms has changed during the run. what does it mean?
Geometry = GenFormat {
<<< "geom.gen"
}
Driver = VelocityVerlet {
MovedAtoms = 1:-1
Steps = 10000
KeepStationary = Yes
TimeStep [fs] = 0.1
OutputPrefix = "geom.out"
Thermostat = None {}
Velocities [AA/ps] = {
<<< "velocity.txt"
}
ConvergentForcesOnly = Yes
}
Hamiltonian = DFTB {
SCC = Yes
SCCTolerance = 1.0e-5
MaxSCCIterations = 10000
OrbitalResolvedSCC = Yes
Mixer = Broyden {
MixingParameter = 0.2
CachedIterations = -1
InverseJacobiWeight = 1.000000000000000E-002
MinimalWeight = 1.00000000000000
MaximalWeight = 100000.000000000
WeightFactor = 1.000000000000000E-002
}
MaxAngularMomentum = {
C = "p"
}
SpinPolarisation = {}
Eigensolver = RelativelyRobust{}
Filling = Fermi {
Temperature [Kelvin] = 1000.0
}
SlaterKosterFiles = {
C-C = "C-C.skf"
}
KPointsAndWeights = {
0.0 0.0 0.0 1.0
}
OldSKInterpolation = No
OldRepulsiveSum = No
ReadInitialCharges = No
Dispersion = SlaterKirkwood{
PolarRadiusCharge =HybridDependentPol{
C={
CovalentRadius[Angstrom]=0.8
HybridPolarisations [Angstrom^3, Angstrom,]={
1.382 1.382 1.382 1.064 1.064 1.064 3.8 3.8 3.8 3.8 3.8 3.8 2.5
}
}
}
}
}
Options = {
WriteDetailedOut = Yes
WriteBandOut = Yes
}
ParserOptions = {
ParserVersion = 4
StopAfterParsing = Yes
}
Thank you
chao
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