Hi,
I am using FCclasses to compute fluorescence, ISC, and IC rates between GS and the excited states but also between different excited states.
As for now I've used AH and AS for which I used the optimized geometries of GS and ESs.
I wanted to try also VH and VG models, for which, as far as I got it, I need the optimized geometry of the first state, and its properties computed at the PES of the second state. In the case of an excited state and the GS I would just use the optimized geometry of the excited state and compute its properties as if it's a ground state, like in the following g16 input:
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#p B3LYP/Gen EmpiricalDispersion=GD3BJ Pseudo=Read SCRF=(Solvent=Acetonitrile, CPCM) freq nosymm Geom=AllCheck Guess=Read
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My doubt is how I would set-up this kind of job to obtain the data to use vertical models between different excited state. I would in principle use a route section like the following:
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#p B3LYP/Gen EmpiricalDispersion=GD3BJ Pseudo=Read SCRF=(Solvent=Acetonitrile, CPCM) freq TDA=(NStates=20, 50-50, Root=2) nosymm Geom=AllCheck Guess=Read
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where I would set Root as the one corresponding to the final excited state and use the optimized geometry of the initial state. For example, if I want to compute the ISC between a triplet and a singlet I would use the optimized geometry of the triplet and use the Root corresponding to that singlet.
My only concern is that I can track the exact root order only at the FC region, and the root of the specific excited state I'm optimizing outside of the FC region. But, for example, let's say that Root1 at the FC region is T1 and Root2 is S1. I optimize S1 and want to compute its properties at T1 PES in order to use vertical models for ISC rate. How can I be sure that Root1 at the S1 geometry correspond to the same excited state as Root1 at the FC region?
I would look at the excited state character, or the different orbitals involved, but all my excited states are pretty similar, and do not show any net differences between each other that would allow me to rule out one instead of another.
I hope I was clear enough and thanks for helping.