[CPMD-list] Output of TDDFT geometry optimisation
Latévi Max LAWSON DAKU
max.lawson at unige.ch
Wed Nov 15 12:43:29 CET 2006
Dear CPMD users and developers,
Using the CPMD code - to which I am quite new, I am trying to carry
out a constrained geometry optimization in the first excited state,
within TDA-TDDFT. I used the following input in an attempt I made:
&CPMD
RESTART WAVEFUNCTION COORDINATES LINRES
OPTIMIZE GEOMETRY
LBFGS
TDDFT
CONVERGENCE ORBITALS
1.0d-7
STORE
40
STRUCTURE BONDS ANGLES DIHEDRALS
&END
&TDDFT
STATES SINGLET
2
TAMM-DANCOFF
DAVIDSON PARAMETER
150 1.D-7 50
DAVIDSON RDIIS
100 15 1.D-3
FORCE STATE
1
TD_METHOD_A SAOP
&END
&DFT
FUNCTIONAL PBE
LR KERNEL LDA
&END
The calculation ended normally but there are things I do not
understand in the output.
First, it seems that the job has stopped too early since, as this
can seen below, GNMAX is well above the convergence criterion
of 5e-4 :
****************************************************************
*** TOTAL STEP NR. 431 GEOMETRY STEP NR. 20 ***
*** GNMAX= 9.191471E-02 [3.81E-06] ETOT= -61.317526 ***
*** GNORM= 1.687789E-02 DETOT= -1.500E-07 ***
*** CNSTR= 8.773584E-02 TCPU= 1305.02 ***
****************************************************************
================================================================
= END OF GEOMETRY OPTIMIZATION =
================================================================
Please note that the geometry really did no more significantly evolve
during the last steps of the calculations. Maybe I missed the fact that
the convergence criteria are different for ground- and excited-state
optimizations ?! By the way, what does mean the number in brackets
that follows GNMAX ?
Secondly, I am not sure about the manner in which the ground-state
total energy is being evaluated during the calculation. In a given
calculation step, before solving the TDDFT eigenvalue problem, the
ground state is characterised first:
1 3.028E-07 3.690E-08 -90.367734 -2.523E-06 4.82
2 1.745E-07 1.342E-08 -90.367734 -8.812E-10 4.85
3 1.514E-07 7.063E-09 -90.367734 -7.759E-11 5.00
4 1.454E-07 3.517E-09 -90.367734 -2.143E-11 5.02
5 1.167E-07 2.133E-09 -90.367734 -7.560E-12 5.05
6 5.499E-08 1.536E-09 -90.367734 -3.382E-12 5.07
================================================================
== DAVIDSON DIAGONALISATION OF TDDFT MATRIX ==
================================================================
I expect that the SAOP potential is being used to determine the
KS eigensystem and that the energy which is reported (here, -90.367734 au)
is a post-SCF result obtained with the PBE functional. Is this correct ?
Then, after that the TDDFT forces have been computed, one ends up
with the following result for the energy (last calculation step), which
I would like to understand (for instance, no X-C contribution ??):
(K+E1+L+N+X) TOTAL ENERGY = -61.31752565 A.U.
(K) KINETIC ENERGY =
3.82987466 A.U.
(E1=A-S+R) ELECTROSTATIC ENERGY = -75.96854907 A.U.
(S) ESELF
= 81.11826368 A.U.
(R) ESR
= 4.43642281 A.U.
(L) LOCAL PSEUDOPOTENTIAL ENERGY = -62.20759089 A.U.
(N) N-L PSEUDOPOTENTIAL ENERGY = 8.97368637 A.U.
(X) EXCHANGE-CORRELATION ENERGY = .00000000 A.U.
GRADIENT CORRECTION ENERGY = .00000000 A.U.
(E) EXCITATION ENERGY(TDDFT) =
3.074333 e.V.
Could someone explain me what is the reported energy referring to ?
Besides digging into the code, which papers can help me understand
what is going on ?
Thanks in advance for your answers.
Best regards,
Max
--
***********************************************
Latevi Max LAWSON DAKU
Departement de chimie physique
Universite de Geneve - Sciences II
30, quai Ernest-Ansermet
CH-1211 Geneve 4
Switzerland
Tel: (41) 22/379 6548 ++ Fax: (41) 22/379 6103
***********************************************
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