Dyson Orbitals¶
Description¶
Dyson orbitals are the effective one-particle wavefunctions for describing the ionization transition from a wavefunction with N electrons to one with N-1 electrons. They can be evaluated as the overlap between the initial and final wavefunction. Since those wavefunctions differ by one electron, the overlap is not a scalar but a one-particle wavefunction. The norm of the Dyson orbital indicates the intensity of the ionization channel. For Koopmans-allowed transitions the norm is close to 1 and close 0 for forbidden transitions.
Dyson orbitals require two calculations: one for the initial and one for the final
wavefunctions. The wavefunctions have to be saved to files using the save_ref
command.
Commands: dyson
Limitations¶
So far Dyson orbitals have been implemented only for CASSCF and CASPT2 wavefunctions.
Keywords¶
initial
states
file
save_ref
command, are read in from thisfinal
states
file
save_ref
command, are read in from thisthresh
molden_file
dyson_orbitals.molden
Example¶
Sample input¶
{ "bagel": [
{
"title": "molecule",
"basis": "svp",
"df_basis": "svp-jkfit",
"angstrom": true,
"geometry": [
{"atom": "H", "xyz" : [ -0.227, -0.825, -2.666] },
{"atom": "O", "xyz" : [ 0.186, -0.147, -3.258] },
{"atom": "H", "xyz" : [ 0.030, 0.714, -2.796] }
]
},
{
"title" : "casscf",
"nclosed" : 1,
"nact" : 6,
"nstate" : 3,
"charge" : 0,
"nspin" : 0
},
{
"title" : "save_ref",
"file" : "h2o"
},
{
"title" : "casscf",
"nclosed" : 1,
"nact" : 6,
"nstate" : 3,
"charge" : 1,
"nspin" : 1
},
{
"title" : "save_ref",
"file" : "h2o+"
},
{
"title" : "dyson",
"initial" :
{
"states" : [0,1],
"file" : "h2o"
},
"final" :
{
"states" : [0,1,2],
"file" : "h2o+"
},
"thresh" : 1.0e-8,
"molden_file" : "dyson_orbitals.molden"
}
]}
References¶
Description of Reference |
Reference |
---|---|
Dyson orbitals are expanded according to eqn. (22) |
A. Humeniuk and M.Wohlgemuth and T. Suzuki and R.Mitric, J. Chem. Phys. 139, 134104 (2013) |
Dyson orbitals (definition and some applications) |
M. Oana and A. Krylov, J. Chem. Phys. 127, 234106 (2007). |