QuantumATK Forum
QuantumATK => General Questions and Answers => Topic started by: cinda on July 2, 2012, 07:44
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Dear all,
I read the manual, and the conductance used the expression G=T(EF)G0. And I know the transmission coefficient is given by T(E,ΔV)=4Tr[Im(∑ll,l)GRl,rIm(∑rr,r)GAr,l]
I calculate the transmission coefficient with no gate voltage and bias voltage, so I can obtain the transmission coefficient at fermi energy. And then I used the G=T(EF)G0 obtain the conductance. But I have questions, if I did not used the voltage, how could T(E,ΔV) obtain? what value is the ΔV set up?
Thanks~
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If you use the method called conductance() on the TransmissionSpectrum all of this is carried out for you automatically.
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I realize that in the method is automatically, but I want to known if there is no gate voltage and bias voltage how did you known the conductance?
Because the conductance is I/V, if we don't apply the voltage where is the conductance come from?
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It is the linear response conductance, i.e. I/V in the limit V -> 0
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... which you can easily prove analytically is T(EF)G0, as you wrote in the beginning, cinda :)
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Thank you very much!! I get the point.
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can any one explain me how is it possible to get conductance without the application of Voltage and what is the difference between G and G0.
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Conductance is a material parameter, like resistance. You don't need a voltage to have a resistance. Same with conductance.
G is typically the symbol for conductance. G0 is the conductance quantum (http://en.wikipedia.org/wiki/Conductance_quantum).