Dear QW and users,
I'm trying to identify and separate transmission eigenstates by similarity across energy and k-points. My issue is that if I have two eigenstates that contribute almost equally - in fact it changes across energy and k-points which one that contribute the most - I can't use the quantum number to identify them.
I was thinking that if I could get the e_a,n (the linear combination of Bloch states,
http://docs.quantumwise.com/manuals/Types/TransmissionEigenstate/TransmissionEigenstate.html) then I could do the cross-product of the e_a,n vectors and similar eigenstates would be small compared to very different eigenstates.
So is it possible to get e_a,n?
I've tried the toArray method, but it is too heavy to save all eigenstates on a grid across many energies and k-points for such a comparison to be practical.
Maybe there is another way?
Thank you,
Anders