2011
DOI: 10.1109/tnano.2010.2049499
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A Semiempirical SPICE Model for n-Type Conventional CNTFETs

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Cited by 73 publications
(113 citation statements)
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“…L G,eff is the effective gate length. The resistance parameters of all parallel m-tubes are given by r mta = r mta,1 δ mt , a mt0 = a mt0,1 δ mt (15) with the average resistance value of a single m-tube r mta,1 and a mt0,1 as model parameters. The prefactor of the m-tube related capacitance is scaled as…”
Section: A Device Structure Dependence-internal Transistormentioning
confidence: 99%
See 1 more Smart Citation
“…L G,eff is the effective gate length. The resistance parameters of all parallel m-tubes are given by r mta = r mta,1 δ mt , a mt0 = a mt0,1 δ mt (15) with the average resistance value of a single m-tube r mta,1 and a mt0,1 as model parameters. The prefactor of the m-tube related capacitance is scaled as…”
Section: A Device Structure Dependence-internal Transistormentioning
confidence: 99%
“…The models in [10]- [14] only focus on digital applications and low voltages and, thus, the static drain current while modeling of the nonlinear tube charge is neglected or far too simplistic for RF purposes. The models in [10], [12], and [15] describe the static drain current with an explicit solution of the Landauer equation, assuming a bias-independent average transmission factor. As shown in [9], even the corresponding first-order derivative and thus the low-frequency small-signal behavior of fabricated devices become grossly incorrect.…”
mentioning
confidence: 99%
“…The drain current in the ballistic transport is derived by using Landauer formula as mentioned in Ref. [13] and given as I=4qh0.5emqVsi+qVcntΔnormalp1italicqVsi0.5emTtotal[]f()E+qVSf()E+qVdsE …”
Section: Analytical Modelmentioning
confidence: 99%
“…After performing the integration and simplifying the resulting equation, the final expression for the drain current is given as I=4qhitalickT0.25em[]ln{}1+e()Δp1italicqVcntKTln{}1+eΔp1italicqVcnt+italicqVdsitalicKT+ln{}1+eqVdsKT2 where Δ p 1 is the energy of first sub‐band in CNT. All the presented analytical expressions in the literature ignore the third term of the right‐hand side of Equation , but this term is dominating term for nanoscale CNTFET devices …”
Section: Analytical Modelmentioning
confidence: 99%
“…An alternative model can be derived using the Landauer formula [15]. However, this procedure requires using numerical methods to obtain closed-form solutions, what makes it difficult its use in circuit design [16], [17].…”
Section: A Cnt Transistorsmentioning
confidence: 99%