we need
> to multiply by V (and the quantum of conductance) to get the current in the
> linear response theory.
>
> This will give you, *qualitatively*, the current map in your system.
> (I am interested to see the result)
>
> I hope this helps,
> Adel
>
> On Wed, May 1, 2024
Hello Kwant community,
I am considering a 6-terminal sample with 0,1,2,3 the voltage leads and 4,5 the
current lead. Normally, with the conductance_matrix M found by kwant I can
calculate transport properties (the voltages in vector V) as per the linear
equation I = M V, given I =
Hello Kwant community,
The Kwant package deals with the (dc) linear response for tight-binding models
while TKwant is time-dependent. But it is not obvious to me from the
documentation whether TKwant is capable of simulating nonlinear responses (at
finite frequencies). Instead of naively
