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singlet-triplet transitions (spin-flip)
- leos
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9 years 8 months ago #130
by leos
singlet-triplet transitions (spin-flip) was created by leos
Dear Mihály,
Is it possible to consider singlet-triplet transitions (transition density matrix, not just transition energies) within the non-relativistic (or scalar-relativistic) case (e.g. via CFOUR interface)
within the LR-CC (or MRCI) methods?
According to the manual I guess that the answer is "No" due to impossibility to specify "spin-flip" in the ciguess keyword?
Thank you,
Leonid Skripnikov.
Is it possible to consider singlet-triplet transitions (transition density matrix, not just transition energies) within the non-relativistic (or scalar-relativistic) case (e.g. via CFOUR interface)
within the LR-CC (or MRCI) methods?
According to the manual I guess that the answer is "No" due to impossibility to specify "spin-flip" in the ciguess keyword?
Thank you,
Leonid Skripnikov.
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- kallay
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- Mihaly Kallay
9 years 8 months ago #131
by kallay
Best regards,
Mihaly Kallay
Replied by kallay on topic singlet-triplet transitions (spin-flip)
Dear Leonid,
In principle, it is possible between a singlet ground state and a triplet excited state. But these transition moments are zero with non/scalar-relativistic Hamiltonians, or did I misunderstand anything?
In principle, it is possible between a singlet ground state and a triplet excited state. But these transition moments are zero with non/scalar-relativistic Hamiltonians, or did I misunderstand anything?
Best regards,
Mihaly Kallay
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- leos
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9 years 8 months ago #132
by leos
Replied by leos on topic singlet-triplet transitions (spin-flip)
>In principle, it is possible between a singlet ground state and a triplet excited state.
OK, but is it possible (in principle) also to consider triplet ground state (i.e. triplet-singlet transitions)?
> But these transition moments are zero with non/scalar-relativistic Hamiltonians, or did I misunderstand anything?
It can be interesting for considering, e.g. M1 (magnetic dipole) transitions with spin-dependent operator.
Best,
Leonid Skripnikov.
OK, but is it possible (in principle) also to consider triplet ground state (i.e. triplet-singlet transitions)?
> But these transition moments are zero with non/scalar-relativistic Hamiltonians, or did I misunderstand anything?
It can be interesting for considering, e.g. M1 (magnetic dipole) transitions with spin-dependent operator.
Best,
Leonid Skripnikov.
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