The core-valence separation (CVS) scheme
201
Phys. Rev. A
(1980),
22,
pp. 206.
Link
allows one
to extend standard methods for excited and ionized states to the core-level
states. In this approach, the excitations involving core electrons are
decoupled from the rest of the configurational space. This allows one to reduce
computational costs and decouple the highly excited core states from the
continuum. Currently, CVS is implemented within EOM-EE/SF/IP-CCSD for energies
and transition properties (oscillator strengths, NTOs, Dyson orbitals, exciton
descriptors, ECD moments). CVS-EOM-EE-CCSD can be used to model NEXAFS, while CVS-EOM-IP-CCSD
can be used to model XPS and XES. These methods can also be used to compute transient
absorption spectra, e.g., valence pump/X-ray probe experiments.
1309
Phys. Chem. Chem. Phys.
(2019),
22,
pp. 2693.
Link
The calculation of non-linear spectra, such as RIXS, is also possible. L-edge spectra
(XAS and XPS) can be described by using state-interaction
approach in which spin-orbit coupling is evaluated using non-relativistic CVS-EOM-EE
states
1310
J. Phys. Chem. Lett.
(2020),
11,
pp. 8314.
Link
. Auger spectra can be computed using CVS-EOM-EE combined with
the explicit treatment of the continuum via Feshbach-Fano approach
1175
J. Chem. Phys.
(2021),
154,
pp. 084124.
Link
(see Section 7.10.10).
In Q-Chem, a slightly different version of CVS-EOM-EE-CCSD than the original
theory by Coriani and Koch
252
J. Chem. Phys.
(2015),
143,
pp. 181103.
Link
is implemented: the reference
coupled-cluster amplitudes do not include core electrons.
1308
J. Chem. Theory Comput.
(2019),
15,
pp. 3117.
Link
To distinguish this method from the original,
252
J. Chem. Phys.
(2015),
143,
pp. 181103.
Link
we refer in what follows to
the Q-Chem implementation as frozen-core-ground-state/core-valence-separated
EOM (FC-CVS-EOM) approach.
1308
J. Chem. Theory Comput.
(2019),
15,
pp. 3117.
Link
In the FC-CVS-EOM approach the ground-state parameters (amplitudes and
Lagrangian multipliers) are computed within the frozen-core approximation,
whereas the core-excitation energies and transition strengths
are obtained imposing that
at least one index in the EOM excitation (and ionization) operators refer to a
core occupied orbital.
Likewise, CVS is enforced in the calculation of the response
states in RIXS.
918
Phys. Chem. Chem. Phys.
(2019),
22,
pp. 2629.
Link
To ensure the best convergence of EOM equations, the calculation is edge-specific with respect to the highest lying edges (or deepest lying core orbitals): the frozen-core and CVS spaces are selected for each edge such that the core orbitals we are addressing in the excited state calculations are explicitly frozen in the ground state calculation and specifically included in the EOM calculation. Examples 7.10.8.2 and 7.10.8.2 below illustrate this point.
Although the convergence of FC-CVS-EOM is much more robust that that of regular EOM-CCSD, sometimes calculations would collapse to low-lying artificial states. If this happens, rerun the calculation using CVS_EOM_SHIFT to specify an approximate onset of the edge.
To invoke the CVS approximation, use METHOD = CCSD and CVS_EE_STATES instead of EE_STATES to specify the desired target states (likewise, CVS_EE_SINGLETS and CVS_EE_TRIPLETS can be used in exactly the same way as in regular EOM calculations). For ionized states, use CVS_IP_STATES or CVS_IP_ALPHA/CVS_IP_BETA. Spin-flip version can be deployed by using CVS_SF_STATES (this may be needed for computing SOCs and L-edge spectra). Preconverging single amplitudes can be invoked by CVS_EOM_PRECONV_SINGLES. Transition properties and Dyson orbitals can be computed either within CVS manifold or between CVS and valence manifolds (see Section 7.10.28 for definition of Dyson orbitals). CVS-EOM-CCSD is only available with CCMAN2.
Note: (1) Core electrons must be frozen in CVS-EOM calculations. The exact definition of the core depends on the edge, so using default values may be not appropriate. (2) The default setting (N_FROZEN_CORE = FC) does not work correctly in QM/MM calculations. One should specify the number of frozen core orbitals explicitly.
It is possible to set up customized CVS calculations for ionization/excitation originating from a particular core orbital. To do so, one should first use $reorder_mo feature to reorder orbitals such that the desired core orbital appears the first in the list and then run a CVS-EOM calculation with N_FROZEN_CORE = 1.
Note: $reorder_mo works only with old SCF code (GEN_SCFMAN=FALSE).
It is also possible to split the frozen-core space into CVS-active and CVS-inactive subspaces using the keyword N_FC_CVS_INACTIVE, which defines the size of the CVS-active subspace as N_FROZEN_CORE minus N_FC_CVS_INACTIVE. These CVS-active orbitals are arranged such that they precede the valence orbital subspace but follow the CVS-inactive orbitals in the molecular orbital ordering (use $reorder_mo section to customize if required).
CVS_EOM_SHIFT
CVS_EOM_SHIFT
Specifies energy shift in CVS-EOM calculations.
TYPE:
INTEGER
DEFAULT:
0
OPTIONS:
corresponds to
hartree shift (i.e., 11000 = 11 hartree); solve for
eigenstates around this value.
RECOMMENDATION:
Improves the stability of the calculations.
N_FC_CVS_INACTIVE
N_FC_CVS_INACTIVE
Number of frozen-core CVS inactive orbitals
TYPE:
INTEGER
DEFAULT:
0
OPTIONS:
n, where 0 n total FC orbitals
RECOMMENDATION:
Useful in cluster calculations.
CVS_EOM_PRECONV_SINGLES
CVS_EOM_PRECONV_SINGLES
When not zero, singly excited vectors are converged prior to a full excited
states calculation (CVS states only). Sets the maximum number of iterations for pre-converging
procedure.
TYPE:
INTEGER
DEFAULT:
0
OPTIONS:
0
do not pre-converge
1
pre-converge singles
RECOMMENDATION:
Sometimes helps with problematic convergence.
CVS_EE_SINGLETS
CVS_EE_SINGLETS
Sets the number of singlet core-excited state roots to find. Valid only
for closed-shell references.
TYPE:
INTEGER/INTEGER ARRAY
DEFAULT:
0
Do not look for any excited states.
OPTIONS:
Find excited states in the first irrep, states
in the second irrep etc.
RECOMMENDATION:
None
CVS_EE_TRIPLETS
CVS_EE_TRIPLETS
Sets the number of triplet core-excited state roots to find. Valid only
for closed-shell references.
TYPE:
INTEGER/INTEGER ARRAY
DEFAULT:
0
Do not look for any excited states.
OPTIONS:
Find excited states in the first irrep, states
in the second irrep etc.
RECOMMENDATION:
None
CVS_SF_STATES
CVS_SF_STATES
Sets the number of core-level spin-flip target states roots to find.
TYPE:
INTEGER/INTEGER ARRAY
DEFAULT:
0
Do not look for any excited states.
OPTIONS:
Find SF states in the first irrep, states
in the second irrep etc.
RECOMMENDATION:
None
CVS_IP_STATES
CVS_IP_STATES
Sets the number of core-ionized states to find. By default, electron will be removed.
TYPE:
INTEGER/INTEGER ARRAY
DEFAULT:
0
Do not look for any IP states.
OPTIONS:
[i,j,k…]
Find ionized states in the first irrep, states in the second irrep etc.
RECOMMENDATION:
None
CVS_IP_ALPHA
CVS_IP_ALPHA
Sets the number of ionized target states derived by removing electron
().
TYPE:
INTEGER/INTEGER ARRAY
DEFAULT:
0
Do not look for any IP/ states.
OPTIONS:
Find ionized states in the first irrep, states
in the second irrep etc.
RECOMMENDATION:
None
CVS_IP_BETA
CVS_IP_BETA
Sets the number of ionized target states derived by removing electron
(, default for CVS-IP).
TYPE:
INTEGER/INTEGER ARRAY
DEFAULT:
0
Do not look for any IP/ states.
OPTIONS:
Find ionized states in the first irrep, states
in the second irrep etc.
RECOMMENDATION:
None
RIXS is a coherent two-photon process involving core-level states.
918
Phys. Chem. Chem. Phys.
(2019),
22,
pp. 2629.
Link
The calculations of RIXS cross-sections require solving response equations, in the same
fashion as in calculations of 2PA cross-sections (see Section 7.10.20.6).
Currently, only calculations of RIXS cross-sections between the CCSD reference and the
EOM-CCSD target states are possible.
Because of the resonant
nature of RIXS, damped response theory is used to handle singularities in the resolvent.
In addition,
CVS is enforced on the response vectors to eliminate their coupling with the ionization continuum.
To set up RIXS calculation, one needs to set METHOD = EOM-CCSD and
to specify the number of excited states to be included by using EE_STATES (note that only 2PA
bright states need to be included) and to activate CVS by using CVS_EE_STATES asking for zero states.
RIXS calculations is deployed by activating CC_EOM_RIXS.
The option for performing wave-function analysis (e.g., NTO analysis) of
the complex RIXS one-particle transition density matrices is also available.
Conceptual details can be found in Ref.
916
J. Chem. Phys.
(2020),
152,
pp. 244118.
Link
.
Finally, one can request to compute REXS (cross-section for the “elastic” peak) by
CC_REF_PROP = 1 (by default, REXS is not calculated)
This feature is only available within fc-CVS-EOM-EE-CCSD.
CC_EOM_RIXS
CC_EOM_RIXS
Whether or not the RIXS scattering moments and cross-sections will be calculated.
TYPE:
INTEGER
DEFAULT:
0
do not compute RIXS cross-sections
OPTIONS:
1
Perform RIXS within fc-CVS-EOM-EE-CCSD using the response wave functions of the CCSD reference state only
2
Perform RIXS within fc-CVS-EOM-EE-CCSD response theory along with the wave-function analysis of RIXS transition density matrices
11
Perform RIXS within the standard EOM-EE-CCSD using the response wave functions of the CCSD reference state only
12
Use -intermediates for RIXS response calculations within the standard EOM-EE-CCSD
RECOMMENDATION:
Use 1 to deploy fc-CVS-EOM-EE-CCSD with robust convergence
Note: Since the RIXS response solutions within EOM-EE-CCSD often do not converge, fc-CVS-EOM-EE-CCSD RIXS calculations with CC_EOM_RIXS = 1 are recommended for smooth convergence. All other options are experimental.
To specify pumping frequencies and damping factor , use $rixs section:
$rixs
damped_epsilon 0.005 Damping factor in hartree.
omega_1 2306503 500 10 0 Pumping frequencies: starting w (cm-1), increment (cm-1),
number of frequency points, algo (always 0 for now)
omega_2 2200000 600 20 0 Emitted frequencies: starting w (cm-1), increment (cm-1),
number of frequency points, algo (always 0 for now)
$end
Damping factor (DAMPED_EPSILON) is specified in atomic units (0.005 is a good choice). OMEGA_1 specifies the starting pumping frequency (in cm), the increment in frequency scan (in cm), number of frequency points, and the algorithm for response equation (use zero until further notice). OMEGA_2 should be specified only for generating 2D RIXS scans. Example 7.10.8.2 illustrates the setup of RIXS calculations.
By default, the damped RIXS response wave functions are computed using a new
iterative, Davidson-like subspace procedure called the Dalton solver.
231
J. Chem. Phys.
(1998),
108,
pp. 2801.
Link
,
634
J. Chem. Phys.
(2013),
139,
pp. 211102.
Link
It is controlled by the DALTON_XCONV, DALTON_PRECOND_START,
DALTON_MAXITER, and DALTON_MAXSPACE keywords.
Damped RIXS response wave functions can also be computed using the older
DIIS procedure, by setting DAMPED_DALTON_SOLVER = FALSE.
The DIIS solver is controlled by the
CC_MAX_ITER, CC_DIIS_START,
CC_DIIS_SIZE, CC_EOM_2PA_ECONV, and
CC_EOM_2PA_XCONV.
Note: • For better convergence of the response equations with DIIS solver, increase CC_DIIS_SIZE (25 is recommended) and consider using a larger damping factor. • The Dalton solver uses square of the norm of the residual in estimating convergence (as in the Davidson solver), whereas the DIIS solver uses the norm of the difference of the response vector between iterations.
In example 7.10.8.2, the orbital on the oxygen atom is frozen in the CCSD calculation (N_FROZEN_CORE = FC). In the EOM calculation, the CVS approximation is invoked (CVS_EE_SINGLETS), so that the core-excitation energies are obtained as the lowest excitations. The calculation of the oscillator strengths and rotatory strengths is activated by selecting CC_TRANS_PROP = 1 and the libwfa analysis is invoked by STATE_ANALYSIS = TRUE (see Section 10.2.11). Note that rotatory strengths will be zero for non-chiral systems.
Example 7.10.8.2 illustrates CVS-EOM-EE-CCSD calculations in a two-edge molecule (CO). In the present implementation, the calculation should be done separately for each edge. The first job computes carbon-edge states. Since the carbon orbital is the highest in energy (among the core orbitals of the molecule), the input for the C-edge is similar to example 7.10.8.2. Both the oxygen’s and the carbon’s orbitals are frozen in the reference CCSD calculation. In the EOM part, the carbon core-excited states are automatically selected. In this case, using default frozen core settings (N_FROZEN_CORE = FC) is equivalent to specifying N_FROZEN_CORE = 2. In the second input, the oxygen edge is computed. As the core-orbitals of oxygen lie deeper, the frozen core and CVS selection specifically targets the oxygen edge by using a smaller core. The 1 orbital of the oxygen atom is selected by N_FROZEN_CORE = 1. If the molecule has other edges, the deepest lying core orbitals, up to and including those of the edge of interest, should be selected by an appropriate value of N_FROZEN_CORE.
Example 7.10.8.2 illustrates calculation of the XAS spectrum of ammonia using
additional set of Rydberg functions placed on the nitrogen; the exponents of
the Rydberg functions were generated using Kaufmann’s recipe
635
J. Phys. B: At. Mol. Opt. Phys.
(1989),
22,
pp. 2223.
Link
.
Note: When ghost atoms are used, the symmetry is turned off. It can be forced on by using FORCE_SYMMETRY_ON keyword.
Note: Alternatively, this calculation can be set up by adding additional diffuse functions to all (or selected) atoms using even-tempered exponents.
Example 7.10.8.2 illustrates calculation of the XES spectrum of benzene. Examples 7.10.8.2 and 7.10.8.2 illustrate calculations of Dyson orbitals between core-excited and core-ionized states and between core-excited and valence-ionized states.
Example 7.10.8.2 illustrates the setup of RIXS calculations.
Calculations of L-edge spectra using state-interaction
approach
1310
J. Phys. Chem. Lett.
(2020),
11,
pp. 8314.
Link
entails a two-step procedure. First, Q-Chem computes necessary CVS-EOM states and SOCs. In the second step, the spin-orbit
perturbed spectrum is computed by a post-processing script. Scripts, detailed
instructions, and examples can be found here.
.
Example 7.59 FC-CVS-EOM-EE-CCSD calculation of the first six dipole-allowed core excitation energies and their intensities at the oxygen edge of water. Wave-function analysis is also performed.
$molecule 0 1 O 0.0000 0.0000 0.1173 H 0.0000 0.7572 -0.4692 H 0.0000 -0.7572 -0.4692 $end $rem METHOD = eom-ccsd BASIS = aug-cc-pVDZ CVS_EE_SINGLETS = [3,0,2,1] N_FROZEN_CORE = fc CC_TRANS_PROP = true EOM_PRECONV_SINGLES = true STATE_ANALYSIS = true !invoke libwa to compute NTOs and exciton descriptors MOLDEN_FORMAT = true NTO_PAIRS = 3 POP_MULLIKEN = true $end
Example 7.60 FC-CVS-EOM-EE-CCSD calculations of the first two dipole-allowed core excitation energies per irreducible representation and their intensities at (1) carbon and (2) oxygen edges of carbon monoxide.
$molecule 0 1 O 0.0000 0.0000 0.913973 C 0.0000 0.0000 -1.218243 $end $rem METHOD = eom-ccsd BASIS = aug-cc-pVDZ INPUT_BOHR = true CVS_EE_SINGLETS = [2,0,2,2] N_FROZEN_CORE = fc !For C K-edge EOM_PRECONV_SINGLES = true CC_TRANS_PROP = true $end @@@ $molecule read $end $rem METHOD = eom-ccsd BASIS = aug-cc-pVDZ CVS_EE_SINGLETS = [2,0,2,2] N_FROZEN_CORE = 1 !For O K-edge EOM_PRECONV_SINGLES = true CC_TRANS_PROP = true $end
Example 7.7.61 Calculation of XAS spectrum of ammonia using additional Rydberg functions placed on the ghost atom.
$comment
NEXAFS AMMONIA / 6-311++G**+Rydberg functions
Optimized geometry: NH3_opt_coord.out
$end
$molecule
0 1
N -0.0002568808 -0.2210075702 -0.0000000021
H 0.8838383819 0.5154343604 1.5287018716
H -1.7658867303 0.5161842661 0.0000000000
H 0.8838383819 0.5154343604 -1.5287018716
Gh 0.0000000000 0.0000000000 0.0000000000
$end
$rem
input_bohr = true
jobtype = sp
method = eom-ccsd
cvs_ee_singlets [5,5]
basis = general !User-defined basis to add extra Rydberg functions
n_frozen_core = fc
cc_trans_prop = true
eom_preconv_singles = true
eom_davidson_convergence = 4
eom_shift = 14760
FORCE_SYMMETRY_ON = true Forces symmetry to be turned on
MEM_TOTAL 30000 30GB of total memory
$end
$basis
N 0
6-311++G*
****
H 0
6-311++G*
****
Gh 0
S 1 1.00
0.0112533427 1.0000000000
S 1 1.00
0.0058583805 1.0000000000
S 1 1.00
0.0033459739 1.0000000000
S 1 1.00
0.0020484225 1.0000000000
S 1 1.00
0.0013236424 1.0000000000
P 1 1.00
0.0192542060 1.0000000000
P 1 1.00
0.0099882106 1.0000000000
P 1 1.00
0.0056893607 1.0000000000
P 1 1.00
0.0034756797 1.0000000000
P 1 1.00
0.0022420590 1.0000000000
D 1 1.00
0.0274456919 1.0000000000
D 1 1.00
0.0142043987 1.0000000000
D 1 1.00
0.0080765930 1.0000000000
D 1 1.00
0.0049271863 1.0000000000
D 1 1.00
0.0031748110 1.0000000000
****
$end
Example 7.62 Calculation of XES spectrum of benzene
$comment
RI-MP2/cc-pVTZ optimized geometry. XES calculation.
$end
$molecule
0 1
H 2.4750347531 0.0000000000 0.0000000000
C 1.3935929418 0.0000000000 0.0000000000
C 0.6967964709 1.2068868901 0.0000000000
H 1.2375173766 2.1434429715 0.0000000000
C -0.6967964709 1.2068868901 0.0000000000
H -1.2375173766 2.1434429715 0.0000000000
C -1.3935929418 0.0000000000 0.0000000000
H -2.4750347531 0.0000000000 0.0000000000
C -0.6967964709 -1.2068868901 0.0000000000
H -1.2375173766 -2.1434429715 0.0000000000
C 0.6967964709 -1.2068868901 0.0000000000
H 1.2375173766 -2.1434429715 0.0000000000
$end
$rem
BASIS = 6-31G*
METHOD = eom-ccsd
IP_STATES = [3,2,1,1,0,1,2,2] !All valence Koompans-like ionized states
!except for 3 lowest ones
CVS_IP_STATES = [2,1,0,0,0,0,1,2] !All core-ionized states
CC_TRANS_PROP = 2 !Compute transitions between all pairs of EOM states
CC_MEMORY = 8000 !8 GB
$end
Example 7.63 Calculation of Dyson orbitals between FC-CVS-EOM-EE-CCSD and FC-CVS-EOM-IP-CCSD manifolds.
$comment CVS-IP/CVS-EE Dyson orbitals, formaldehyde $end $molecule 0 1 C H 1 1.096135 H 1 1.096135 2 116.191164 O 1 1.207459 2 121.904418 3 -180.000000 0 $end $rem METHOD = eom-ccsd BASIS = cc-pVDZ ! Please do not use BASIS2 SCF_CONVERGENCE = 8 CVS_IP_STATES = [1,0,0,0] CVS_EE_STATES = [1,0,1,0] CC_DO_DYSON = true CC_TRANS_PROP = 2 !Compute all EOM-to-EOM transitions $end
Example 7.64 Calculation of Dyson orbitals between FC-CVS-EOM-EE-CCSD and EOM-IP-CCSD manifolds.
$comment IP/CVS-EE Dyson orbitals, formaldehyde $end $molecule 0 1 C H 1 1.096135 H 1 1.096135 2 116.191164 O 1 1.207459 2 121.904418 3 -180.000000 0 $end $rem METHOD = eom-ccsd BASIS = cc-pVDZ SCF_CONVERGENCE = 8 IP_STATES = [1,0,0,0] ! Valence a1 hole CVS_EE_STATES = [1,0,0,0] CC_DO_DYSON = true CC_TRANS_PROP = 2 !Compute all EOM-to-EOM transitions $end
Example 7.65 Calculation of Dyson orbitals between FC-CVS-EOM-EE-CCSD and FC-CVS-EOM-IP-CCSD manifolds.
$comment CVS-IP/CVS-EE Dyson orbitals, formaldehyde $end $molecule 0 1 C H 1 1.096135 H 1 1.096135 2 116.191164 O 1 1.207459 2 121.904418 3 -180.000000 0 $end $rem BASIS = cc-pVDZ SCF_CONVERGENCE = 8 METHOD = eom-ccsd IP_STATES = [1,0,0,0] ! Valence a1 hole CVS_EE_STATES = [1,0,0,0] CC_DO_DYSON = true CC_TRANS_PROP = true ! required to activate a Dyson orbitals job $end
Example 7.66 Calculation of RIXS/REXS for benzene (10 excited states per 2PA active irrep)
$comment RI-MP2/cc-pVTZ optimized geometry. Pump XAS transition peak A at 285.97 eV, only one frequency point. $end $molecule 0 1 H 2.4750347531 0.0000000000 0.0000000000 C 1.3935929418 0.0000000000 0.0000000000 C 0.6967964709 1.2068868901 0.0000000000 H 1.2375173766 2.1434429715 0.0000000000 C -0.6967964709 1.2068868901 0.0000000000 H -1.2375173766 2.1434429715 0.0000000000 C -1.3935929418 0.0000000000 0.0000000000 H -2.4750347531 0.0000000000 0.0000000000 C -0.6967964709 -1.2068868901 0.0000000000 H -1.2375173766 -2.1434429715 0.0000000000 C 0.6967964709 -1.2068868901 0.0000000000 H 1.2375173766 -2.1434429715 0.0000000000 $end $rem BASIS = 6-31(+,+)G** METHOD = eom-ccsd CVS_EE_STATES = [0,0,0,0,0,0,0,0] just to invoke CVS EE_STATES = [10,10,10,10,0,0,0,0] 10 states in each 2PA active irrep CC_REF_PROP = 1 ! Calculate REXS in addition to RIXS CC_EOM_RIXS = 1 ! Activate RIXS calculation using fc-CVS-EOM-EE-CCSD CC_DIIS_SIZE = 25 ! Use for better convergence of response equations CC_MEMORY = 8000 !8 GB mem_total = 8500 $end $rixs omega_1 2306503 500 1 0 damped_epsilon 0.005 $end
Example 7.67 FC-CVS-EOM-EE-CCSD and FC-CVS-EOM-IP-CCSD calculation for a water dimer with core excitations and ionization arising from the energetically lowest core orbital with the other core orbital kept CVS inactive. The first input reorders MOs. The second input defines CVS active and inactive orbitals before computing core-level states and properties.
$molecule
0 1
O -4.9920582819 -0.1246131900 2.2067549109
H -5.5873205924 -0.9397949066 2.3252790559
H -4.9827539950 0.0559440223 1.1016406903
O -6.5474306925 -1.1803213469 -1.0374284134
H -5.7367207770 -0.6839235793 -0.7295169422
H -6.2716956294 -2.1185636950 -1.1190969125
$end
$rem
GEN_SCFMAN = false
use_libqints = true
CC_MEMORY = 4000
MEM_STATIC = 600
BASIS = 6-31g
METHOD = hf
n_frozen_core = 0
thresh = 14 Does not converge with defaults
scf_algorithm gdm Does not converge with defaults
$end
$reorder_mo
2 1 3
2 1 3
$end
@@@
$molecule
0 1
O -4.9920582819 -0.1246131900 2.2067549109
H -5.5873205924 -0.9397949066 2.3252790559
H -4.9827539950 0.0559440223 1.1016406903
O -6.5474306925 -1.1803213469 -1.0374284134
H -5.7367207770 -0.6839235793 -0.7295169422
H -6.2716956294 -2.1185636950 -1.1190969125
$end
$rem
CC_MEMORY = 4000
MEM_STATIC = 600
BASIS = 6-31g
thresh = 14 Does not converge with defaults
n_frozen_core = 2
scf_guess = read
max_scf_cycles = 0
method = eom-ccsd
cvs_ee_states = [2]
cvs_ip_states = [1]
n_fc_cvs_inactive = 1
cc_trans_prop = 1
cc_ref_prop = 1
cc_eom_prop = 1
$end