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30 LOCAL METHODS FOR EXCITED STATES 226<br />

EWEAKPAIR=ewpair Distance criterion for excited state orbital pairs definition (default 5).<br />

ALLSTRONG=allstr<br />

Different possibilities for excited state orbital pairs:<br />

0: [i j] ≤ ewpair, [im] ≤ ewpair, [mn] ≤ ewpair;<br />

1: ∀[i j], ∀[im], [mn] ≤ ewpair;<br />

2: ∀[i j], [im] ≤ ewpair, [mn] ≤ ewpair (default);<br />

where i, j are important orbitals and m, n non-important. More detailed<br />

see Ref. [1].<br />

One can try to improve the convergence of iterative procedures by changing following parameters<br />

PRECOND=prec<br />

HSCAL=hscl<br />

Type of preconditioner in LT-DF-LCC2/ADC(2) and DF-CIS:<br />

0: canonical orbital energies;<br />

3: solving linear equations including diagonal part of (H −F) CIS with<br />

MINRES (default).<br />

Scaling factor for diagonal part of (H − F) CIS matrix in the case of<br />

linear equations preconditioner (default 0.7).<br />

Properties are also activated on the EOM card:<br />

PROPES=prop<br />

TRANES=tran<br />

DENSAVE=rec.ifil<br />

States for which properties (dipole moments) should be calculated,<br />

e.g., PROPES=-3.1+5.1-8.1+15.1 =⇒ 2.1 3.1 5.1 6.1 7.1 8.1<br />

15.1<br />

States for which transition moments should be calculated, syntax like<br />

for properties. Is not implemented for ADC(2) and for triplet states.<br />

Record, where densities calculated for states prop can be saved (for<br />

printing, see 30.4)<br />

30.3 Parameters on LAPLACE card<br />

NPOINTS Number of quadrature points (default (for CC2) 3).<br />

NPOINTS CC2S Number of quadrature points in CC2 in ”search for states” (default 1).<br />

DISTRF<br />

NULLPOINT<br />

Type of distribution function in functional for determination of Laplace<br />

points:<br />

0: integral with f x=1;<br />

4: sum of distributions f x (default).<br />

If larger than zero, use also a Laplace-point with t=0. In case of CC2<br />

is always zero.<br />

30.4 Print options<br />

Setting GPRINT,CIVECTOR=1 prints the ten largest canonical contributions from singles vectors<br />

in each iteration.<br />

For EOMPRINT card:<br />

LOCEOM<br />

POPUL<br />

≥ 0: print eom domain informations<br />

≤ 0: dont print population analysis

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