Basically, to be able to simulate electronic transmission through a molecule we 
use the retarded greens function.
So far we are able to simulate the transmission through pi-bonds, but to extend 
our simulation to transmission through more than just the pi-bonds, we want to 
use the extended huckel approximation as done by Kienle et al. (Extended Hückel 
theory for bandstructure, chemistry and transport. I. Carbon Nanotubes). For 
that we need to use the hamiltonian and overlap matrices calculated by this 
approximation. We mainly use python scripts for our physics computations and 
were therefore interested in RDkit.
Is there another way to access yaehmop through python on a windows machine and 
get the hamiltonian and overlap?

Here you can see how our VR platform looks so far:
https://www.youtube.com/watch?v=_tIIjYkpzHw

Regards
Zan
________________________________
Fra: Greg Landrum <greg.land...@gmail.com>
Sendt: 13. februar 2020 09:25
Til: Zan Mahmood <s181...@student.dtu.dk>
Cc: rdkit-discuss@lists.sourceforge.net <rdkit-discuss@lists.sourceforge.net>
Emne: Re: [Rdkit-discuss] Extended Huckel Matrices

Hi Zan,

On Wed, Feb 12, 2020 at 7:57 PM Zan Mahmood via Rdkit-discuss 
<rdkit-discuss@lists.sourceforge.net<mailto:rdkit-discuss@lists.sourceforge.net>>
 wrote:
I am currently working on developing a Virtual Reality simulation platform for 
nanosystems.
So far we are able to compute electron transmission through 2D structures 
consisting of Carbon, but want to extend the capabilities using Extended Huckel.

As, there is no manual for usage of Extended Huckel through RDkit in python, i 
would like to know how one can compute the hamiltonian and overlap matrices of 
a structure?

yeah, there's no real documentation about this (yet) aside from the blog post I 
did last summer: 
http://rdkit.blogspot.com/2019/06/doing-extended-hueckel-calculations.html

I'm still trying to decide what the most useful information is to provide 
through the RDKit interface and at the moment it's pretty minimal:
You currently don't have access to the hamiltonian or overlap matrices from 
Python. That's also not something I was planning to support (since those are 
really the input to the calculation). I'm curious what you would want to use 
them for?

Best,
-greg


Regards
Zan
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