2014 International Conference on Electrical Engineering and Information &Amp; Communication Technology 2014
DOI: 10.1109/iceeict.2014.6919166
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Measurement of gate delay in armchair graphene nanoribbon considering degenerate regime

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Cited by 5 publications
(2 citation statements)
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“…For this some mathematical formulation can be examined through logarithmic or exponential or signum function. The current density can be calculated in exponential and logarithm form k J k J n n e exp (18) And k J arithm k J n n l log (19) k J sign k J n n s (20) There is various procedure of calculating the current through GNR based nanoscale device .One approach is edge effect consideration in GNR [15], another one is by calculating electronic parameter like capacitance [16]- [21], energy dispersion .Also self-consistent theory approach like [22]. But from the previous literature NEGF is most widely used method for measurement of current in nanoscale device.…”
Section: Methodsmentioning
confidence: 99%
“…For this some mathematical formulation can be examined through logarithmic or exponential or signum function. The current density can be calculated in exponential and logarithm form k J k J n n e exp (18) And k J arithm k J n n l log (19) k J sign k J n n s (20) There is various procedure of calculating the current through GNR based nanoscale device .One approach is edge effect consideration in GNR [15], another one is by calculating electronic parameter like capacitance [16]- [21], energy dispersion .Also self-consistent theory approach like [22]. But from the previous literature NEGF is most widely used method for measurement of current in nanoscale device.…”
Section: Methodsmentioning
confidence: 99%
“…But when the device is controlled through a gate voltage another capacitance is formed through channel which is used as graphene or can be graphene nanoribbon. There is various works on calculating the quantum capacitance through graphene or graphene nanoribbon based channel [11]- [15]. '7 , s, t n=1…”
Section: For Integer Landau Level Index the Eigen Value Becomesmentioning
confidence: 99%