[CP2K-user] [CP2K:21055] CDFT geometry optimization convergence issue
'Akanksha' via cp2k
cp2k at googlegroups.com
Thu Jan 16 20:34:59 UTC 2025
Dear CP2K community,
I am trying to run *constrained DFT calculations* in CP2K 2024.2 to
calculate the electron transfer parameters of the following reaction in an
implicit DMF environment:
*[trans-stilbene]- + 2bromophenol ------------> trans-stilbene +
[2-bromophenol]-*
1) I have observed that *the SCF wavefunction optimization keeps on
fluctuating*, even though I am restarting my calculation from an already
optimized wavefunction under similar conditions (but without any charge
constraint).
2) In other similar reactions, I have observed that even if the
wavefunction reaches optimization somehow - *the charges do not reach the
appropriate constraint target value. *The iterations are either too slow to
reach convergence or start to give a drastically wrong number of valence
electrons.
Here is the CDFT section i am using:
&CDFT
TYPE_OF_CONSTRAINT HIRSHFELD
ATOMIC_CHARGES TRUE
COUNTER 0
STRENGTH ${CDFT_STRENGTH}
TARGET ${CDFT_TARGET}
&ATOM_GROUP
ATOMS ${CDFT_ATOMS}
COEFF ${CDFT_COEFF}
CONSTRAINT_TYPE CHARGE
&END ATOM_GROUP
&DUMMY_ATOMS
ATOMS ${CDFT_DUMMY}
&END DUMMY_ATOMS
&OUTER_SCF ON
TYPE CDFT_CONSTRAINT
EXTRAPOLATION_ORDER 2
MAX_SCF 50
EPS_SCF 1.0E-3
OPTIMIZER BROYDEN
STEP_SIZE -2.0
&CDFT_OPT ON
BROYDEN_TYPE BT1_LS
MAX_LS 5
CONTINUE_LS
FACTOR_LS 0.5
JACOBIAN_STEP 1.0E-2
JACOBIAN_FREQ 1 1
JACOBIAN_TYPE FD1
JACOBIAN_RESTART .FALSE.
&END CDFT_OPT
&END OUTER_SCF
&HIRSHFELD_CONSTRAINT
SHAPE_FUNCTION GAUSSIAN
GAUSSIAN_SHAPE VDW
&END HIRSHFELD_CONSTRAINT
&PROGRAM_RUN_INFO ON
&EACH
QS_SCF 1
&END EACH
COMMON_ITERATION_LEVELS 2
ADD_LAST NUMERIC
FILENAME ./${NAME}
&END PROGRAM_RUN_INFO
&END CDFT
Could you please help me figure out what is causing these issues? I have
attached my input and output files for your reference.
I really appreciate all your time and help. Thank you,
Akanksha
P.S. This question is a repost as I was not very clear in my previous post
and didn't get a response. Sorry about that!
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