EOM-CCSD
The EOM-CCSD method solves for excited states given a CCSD ground state. The key here is to apply a linear (CI-like) excitation operator to the CCSD ground state:1
where \(R\) is given as:
EOM-CCSD is often quite accurate for excitation energies of singly-excited states when the underlying CCSD method for the ground state is reasonable (i.e., when CCSD breaks down for the groundstate because of bond-breaking, the EOM-CCSD method for excited states will also become suspect). Excited states which have significant double excitation character are often treated less accurately compared to those which are primarily of single excitation character.
To run an EOM-CCSD calculation in TeraChem, one should start with a CIS calculation to obtain an initial guess for the \(R\) amplitudes. One obviously also needs to run a CCSD calculation for the ground state. A simple example would include:
in the input file. This codes for a CIS calculation with 8 excited states, a CCSD calculation for the ground state, and an EOM-CCSD calculation of 4 excited states, using the 8 CIS excited states to get an initial guess for the EOM-CCSD amplitudes.
Summary of relevant keywords
| Keyword | Type | Default | Description |
|---|---|---|---|
| ccbox_eomccsd_states | integer | 0 | Number of EOM-CCSD excited states - setting this to a positive integer triggers an EOM-CCSD calculation |
| ccbox_eomccsd_maxiter | integer | 100 | Maximum number of iterations in the EOM-CCSD equations |
| ccbox_eomccsd_r_convthre | float | 1.0e-6 | Convergence threshold for EOM-CCSD amplitudes |
| ccbox_eomccsd_guessvecs | integer | 1 | Number of inital guess vectors for EOM-CCSD |
| ccbox_eomccsd_maxsubspace | integer | 4*ccbox_eomccsd_states | Maximum number of Davidson-like subspace vectors for EOM-CCSD |
| ccbox_properties | bool | no | Compute ground state dipole moment and transition dipole moments? |
| ccbox_ntos | bool | no | Compute natural transition orbitals? If yes, must also set ccbox_properties to yes |
References
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J. F. Stanton and R. J. Bartlett, J. Chem. Phys. 98 7029 (1993) ↩