2017
DOI: 10.1016/j.spmi.2017.06.055
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Quantum ballistic analysis of transition metal dichalcogenides based double gate junctionless field effect transistor and its application in nano-biosensor

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Cited by 7 publications
(3 citation statements)
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“…If there is no scattering, and the device transverse dimensions remain constant from one end to the other, then the various modes will be uncoupled, so one can simply use the Landauer formula. This provides a type of ballistic transport for a small device and has been used to study wave function penetration into the gate oxide [212], and to study a double-gate FET in TMDCs as a biological sensor [213]. A slightly different formulation, termed the quantum transmission boundary method [214], has been used to study the effect of defects in graphene nanoribbon FETs [215].…”
Section: The Schrödinger Equationmentioning
confidence: 99%
“…If there is no scattering, and the device transverse dimensions remain constant from one end to the other, then the various modes will be uncoupled, so one can simply use the Landauer formula. This provides a type of ballistic transport for a small device and has been used to study wave function penetration into the gate oxide [212], and to study a double-gate FET in TMDCs as a biological sensor [213]. A slightly different formulation, termed the quantum transmission boundary method [214], has been used to study the effect of defects in graphene nanoribbon FETs [215].…”
Section: The Schrödinger Equationmentioning
confidence: 99%
“…These biosensors are implemented using dielectric modulated FET (DMFET) where the biomolecules are captured in a cavity formed in the oxide region. Various simulation and analytical model based studies have been reported in the recent literature [10][11][12][13] which have proven the potential of this new biosensing technique in a dry environment. This work also investigates the prospect of monolayer TMDC material as a channel in such DMFET biosensor using the compact transport model developed for TMDC MOSFET.…”
Section: Introductionmentioning
confidence: 99%
“…The differential equation in(12) cannot be solved for a closed form analytical solution. To simplify the equation, we invoked gradual channel approximation and got » This assumption is particularly valid for long channel 2D MOSFETs where lateral electric field from drain to source is weaker compared to the vertical electric field from top to bottom gate.…”
mentioning
confidence: 99%